Topic outline

  • General

  • UNIT 2 Introduction to Classification


    Oral activity
    In groups, discuss these questions.
    1. How do we know that something is living?
    2. Make a guess about the number of different animals and plants in
    Rwanda. Do you think it is a large number or a small number?
    3. Th ink of ways in which you could put these organisms
    into groups.
    4. Do you know the scientific name for some of these organisms?

     Topic 1: Biodiversity and classification

    The importance of classification
    In the oral activity, you talked about how many different organisms there are
    in Rwanda. No doubt you realized that there are a large number of different
    living things in our country. In fact, there are more than 2,000 different types
    of plants and 500 different types of animals in our country.

    Activity 2.1
    Work in pairs. Look at the pictures below, and then answer the questions.

    Figure 2.2 Living and non-living things

    1. Draw a table with two columns. In one column, write down all the
    living things that you can see in the picture. In the other column, write
    down all the non-living things.
    2. How did you decide which things were living and which were not?
    3. Of the non-living things:
    a) Which were always dead?
    b) Which were once alive, but are now dead?
    4. Draw another table with two columns. In one column, write down
    the names of all the animals you can see in the picture. In the other
    column, write down the names of all the plants.
    5. How did you decide which things were animals and which were plants?

    Scientists need to sort all living things into groups so that they can recognise
    and study them more easily. When you were sorting the living things into
    plants and animals in the activity, you were classifying them. There are so
    many different organisms on Earth that scientists need to sort them into
    groups. Classification means sorting things into groups. Think back to how
    you sorted the living things. You put those that shared certain characteristics
    into the animal group, and those that shared certain other characteristics
    into the plant group.
    Sorting, or classifying, things into groups according to their similarities
    and differences is called classification, or taxonomy.
    Scientists sometimes change the way they classify an organism as they
    learn more about it. Taxonomists use information from many branches of
    Biology to classify organisms; for example, genetics, biochemistry and fossils.

    Unit 2: Introduction to classification 

    The concept of hierarchical classification
    In Activity 2.1, you grouped different living organisms into two groups:
    animals and plants. However, there are thousands of different organisms
    in these two groups, so scientists must classify them into smaller groups.
    Taxonomists study more similarities and differences between different
    organisms so that they can classify them into smaller and smaller groups.
    Th is is called hierarchical classification.

    The five kingdom system
    Organisms are grouped into five big groups, called kingdoms. Th e
    kingdoms are Animals, Plants, Fungi, Protoctista and Monera.
    Th e features that are used to group organisms into these
    kingdoms are: body structure, method of getting food and method of
    reproduction.
    Th e kingdoms are further divided into smaller groups called phyla,
    classes, orders, families, genera and species. See Figure 2.3.

    • Each kingdom is divided into phyla.
    • Each phylum is divided into classes.
    • Each class is divided into orders.
    • Each order is divided into families.
    • Each family is divided into genera.
    • Each genus is divided into species.

    Topic 1: Biodiversity and classification

    The diagram below shows two classification hierarchies. A hierarchy is a
    way of arranging groups from the biggest group to the smallest. The first is
    for a fig tree and the second is for a cat.
    Figure 2.4 The classification hierarchy for a fig tree (A) and a cat (B)
    Kingdom






    Figure 2.4 The classification hierarchy for a fig tree (A) and a cat (B)

    Unit 2: Introduction to classification
    The binomial system
    Usually, we use an organism’s common name, for example, ‘cat’. However,
    the word for ‘cat’ is different in different languages. So, people in different
    parts of the world use different words to describe the same organism. This
    makes it difficult for scientists to accurately communicate their findings
    about an organism accurately.
    To solve this problem, the biologist Linnaeus developed a system
    accurately give an organism two Latin names. Using two names is called
    the binomial system. The first word in the name is the genus to which the
    organism belongs. So for a cat, this would be Felis. The second name is
    the species to which the organism belongs. A species is a group of closely
    related organisms that are able to breed with
    one another and produce offspring that can
    also reproduce. The species name for a cat
    is domesticus. So the scientific name for a
    domestic cat is Felis domesticus.
    Let us look at another example, one
    from the plant kingdom. Yellow commelina
    is a plant found commonly in Rwanda.
    Its scientific name is Commelina africana.
    The name Commelina is its genus name.
    All commelina plants have the same genus
    name. The africana part of the name is the
    species name. Only one kind of commelina
    plant has the species name. So Commelina
    africana is the scientific name for a particular
    kind, or species, of commelina plant.

    Figure 2.5 Yellow commelina, or Commelina africana


    Figure 2.6 A scientific name
    written by hand (A), and the
    same name in print (B)
    How to write scientific names
    Look again at the scientific names you have learnt about in this unit: Ficus
    carica, Felis domesticus and Commelina africana. What do you notice about
    how they are written?
    • The first name is the name of the genus the organism belongs to; it
    starts with a capital letter.
    • The second name is the name of the species the organism belongs to; it
    starts with a small letter.
    • When written by hand, the two names must be underlined separately;
    when they are printed, they must be in italics. See Figure 2.6.

    Characteristics of organisms in the five kingdoms
    Table 2.2 shows characteristics and examples of organisms in
    each kingdom.

    Topic 1: Biodiversity and classification

    Table 2.2 Characteristics of organisms in the five kingdoms


     KingdomCharacteristics Examples
     Animalia• The organisms’ cells do not have a cell
    wall.
    • The organisms are multicellular, feed
    on other organisms, and move around.
    Snail, mosquito, snake, bird

    forest cobra
     Plantae• The organisms’ cells have a cell wall.
    • The organisms contain a green
    substance called chlorophyll and make
    their own food through photosynthesis.
    Moss, fern, maize, fig tree

    fern
     Fungi • The organisms reproduce by means of
    spores and not seeds.
    • The organisms do not photosynthesise.
    Toadstool, mould, yeast

    toadstool
     Protoctista The organisms are single cells or colonies
    of single cells.
    Amoeba, paramecium

    paramecia
     Monera • The organisms are single cells that do
    not have a membrane-bound nucleus;
    they are prokaryotic.
    • They are the smallest and simplest of all
    organisms.
     Bacterium

    bacteria


    Exercise 2.1
    1. Name the five kingdoms of organisms.
    2. Identify the kingdom to which each of the organisms described
    belongs.
    a) It has a cell wall and chloroplasts.
    b) It is a single cell.
    c) It reproduces by means of spores.
    3. Arrange the classification groups below into the correct order. Start
    with the group that contains the smallest number of organisms.



    family species order genus phylum kingdom class


    Unit 2: Introduction to classification
    Exercise 2.2
    1. Give the correct name or word for each of the following:
    a) the biologist who developed the binomial system
    b) a system that groups things into smaller and smaller groups
    c) the naming and classification of organisms.
    2. Match each animal’s
    common name with
    its scientific name. To
    help you, here are some
    Latin words translated
    into English:
    mel = honey;
    taurus = bull;
    terra = earth;
    sapiens = wise


    Common name Scientific name
    2.1 Earthworm A. Homo sapiens
    2.2 Honeybee B. Bos taurus
    2.3 Rhinoceros C. Panthera leo
    2.4 Cow D. Apis mellifera
    2.5 Hippopotamus E. Diceros bicornis
    2.6 Lion F. Lumbricus terrestris
    2.7 Human G. Hippopotamus amphibius


    Homework
    Copy the table, and then complete it by putting the following animals into
    their correct groups:
    buffalo, earthworm,
    hyena, hare, cheetah,
    jellyfish, lynx.
    (Hint: all the
    animals belong to
    one group, but only
    some belong to
    other groups, too.)



    Kingdom Animalia
    Phylum Chordata
    Class Mammalia
    Order Carnivora  
    Family Felidae (cats)  

    Use simple identification keys
    Scientists use identification keys to help them to identify unknown
    organisms. A key is a list of characteristics. Scientists compare the
    characteristics of the unknown organism with the descriptions on the
    key, and so can classify the organism.
    You will use a dichotomous key in the next activity (‘di’ means
    ‘two’). A dichotomous key consists of pairs of statements about a
    characteristic of a particular organism.


     Topic 1: Biodiversity and classification

    Activity 2.2
    Work in pairs. Look at pictures A to D alongside, and read the example of a
    dichotomous key. Then, answer the questions.

    Example of a dichotomous key
    We can identify the animals A, B, C and D by using a dichotomous key
    like this one:
    1. Has legs ________________________ See 2
    Has no legs ____________________ Snake
    2. Has two legs _________________ Chicken
    Has more than two legs __________ See 3
    3. Has six legs _______________ Grasshopper
    Has eight legs __________________ Spider

    1. The key has three steps. Each step has a pair of statements which
    describe the animals. Notice that each pair of statements in the key
    divides the animals into two groups. What characteristic is used in this
    key to group and identify the animals?
    2. Step 1 of the key separates the animals that have legs (A, B and C) from
    those that do not have legs (D). The first statement in Step 1 says that if
    the animal has legs, we should move on to Step 2. The second statement
    says that if the animal has no legs, it is a snake. Therefore animal D is
    identified as a snake.
    3. Read Step 2 of the key. The first statement says that if the animal has
    two legs, it is a chicken. Of the three remaining animals (A, B and
    C), only B has two legs. Therefore, animal B is a chicken. This leaves
    two animals (A and C), which have more than two legs. The second
    statement tells us to go on to Step 3 to identify these
    two animals.
    4. Step 3 identifies an animal with six legs as a grasshopper. Therefore,
    animal C is a grasshopper. Using the second statement in Step 3, can
    you identify animal A?
    5. Your teacher will display some specimens or pictures of different
    organisms in the classroom. Identify their observable characteristics,
    and then try to make a dichotomous key using their characteristics so
    that someone else could identify them.


    Unit 2: Introduction to classification
    Checklist of learning:
    In this unit, I have learnt:
    There are many different organisms on Earth, and scientists classify them into groups.
    There are five groups, called kingdoms, which each have many organisms; the kingdoms are:
    Animalia, Plantae, Fungi, Protoctista and Monera.
    The kingdoms are further divided into smaller and smaller groups; this is called hierarchical
    classification.
    The groups in the kingdoms are: phyla, classes, orders, families, genera and species.
    Organisms have two names in the binomial system: a genus name and a species name.
    Animals have cells without a cell wall, are multicellular, can move around, and feed on other
    organisms.
    Plants have cells with cell walls, contain chlorophyll and can make their own food through
    photosynthesis.
    Fungi reproduce by spores instead of seeds and do not photosynthesise.
    Protoctista are single-celled organisms.
    Monera are single cells without a membrane-bound nucleus.
    To appreciate the need for classification of organisms.

    Self-assessment
    1. Copy the table, and then complete it by putting the following animals into their correct groups:
    cow, perch, locust, lion, donkey, leopard.
    (Hint: all the animals belong to one group, but only some belong to other groups, too.)


    Kingdom
    Animalia
    Phylum Animalia
    Class Chordata
    Class
    Mammalia
    Order
    Carnivora
    Family Felidae (cats)  



    Topic 1: Biodiversity and classification

    2. Figure 2.7 shows four animals: A, B, C and D. Construct a dichotomous key that can be used to identify the animals.

    A:
    B:
    C:
    D:
    3. In groups, discuss the dichotomous keys that you constructed.













































































  • UNIT 3 The external structure and importance of flowering plants

    UNIT 3 The external structure and
                 importance of flowering plants
              
    Key unit
    competence:
    To be able to analyse
    the external structure
    of a typical fl owering plant

    Cross-cutting issue:
    Environment and
    sustainability: We
    need to ensure that
    we use sustainable
    farming practices in
    Rwanda.
    At the end of this unit, you should be able to:
    • Identify the external parts of a fl owering plant
    • Describe how plant organs are organized into systems
    • Explain the functions of roots, stem and leaves in plants
    • Identify diff erent root, stem, and leaf modifi cations
    • Describe the external structural modifications shown by roots, stem and
    leaves
    • Explain the importance of fl owering plants
    • Diff erentiate fl owering plants from other plants
    • Observe the external structure of leaves and root modifi cations and how
    they carry out other functions
    • Explain the diff erence between fi brous and tap root systems
    • Carry out home observation on the importance of fl owering plants and
    submit a report
    • Appreciate the importance of food storage organs in plants and the value
    of roots and leaves to man.

    Oral activity
    In groups, think about what you learnt in Upper Primary. Th en, talk about
    the answers to these questions.
    1. What is the main function of a flower?
    2. Put the following terms in the correct order: germination, seed
    dispersal, fertilisation, pollination.
    3. Describe how some plants, such as avocado and cassava, can reproduce asexually.

    A
    B

    C

    Figure 3.1 The flowering plants maize (A), sorghum (B) and cassava (C) are important food crops.
    Topic 1: Biodiversity and classification

    The external structure of a
    flowering plant
    Flowering plants are a large group of
    plants and trees. They all have flowers,
    bear fruit and produce seeds. They are
    organisms that are made up of different
    organs, which are called stems, leaves,
    flowers and roots.

    Monocotyledonous and
    dicotyledonous plants
    There are two main types of flowering
    plants: monocotyledonous and
    dicotyledonous plants. All flowering
    plants have seeds with cotyledons, or
    seed leaves. Some plants have just one
    cotyledon and others have two. Table 3.1
    shows the main differences between these
    two groups.

                                Table 3.1 Differences between monocotyledonous and dicotyledonous plants



    Monocotyledons Dicotyledons
    One seed leaf, or cotyledon Two seed leaves, or cotyledons
    Fibrous roots Tap root
    Flower parts are in multiples of three
    Flower parts are in multiples of four or five
    Narrow leaves with parallel veins Leaves with a net-like pattern of veins
    Examples: grasses and cereal plants, such as maize and sorghum Examples: mangoes, avocados, beans and figs

    Experiment 3.1
    Work in pairs.
    You will need: a typical dicotyledonous plant with roots, e.g. a bean plant
    or black jack; a hand lens
    Procedure
    1. Identify the following parts on your flowering plant: shoot system,
    root system, bud, node, internode, leaves, stem, flowers, fruits, roots.
    Use Figure 3.2, above, to help you.

    Unit 3: The external structure and importance of flowering plants
    A. Runner Stolon                                         B. rhizome
    C. Stem tuber                                                   D. CORM


    Figure 3.3 Examples of
    modified stems: strawberry (A),
    ginger (B), potato (C), yam (D)

    2. Note the main features of the stem and root.
    3. Make a large drawing of your plant specimen, showing all the parts
    you have identified. Label the diagram carefully.
    Exercise 3.1
    1. Suggest the functions of all the plant parts you identified in
    Experiment 3.1.
    2. How does the plant you observed in the experiment differ from a
    maize plant?
    The stem
    The stem is the part of a flowering plant that usually grows above the
    ground. A stem has buds and side shoots, and bears leaves. Most stems are
    green as they contain chlorophyll.
    The place where a leaf grows from a stem is called a node. The length of
    a stem between the leaves is called an internode.
    Functions of the stem
    The stem:
    • transports water and mineral salts from the roots to other parts of the
    plant
    • transports sugars (food) from the leaves to all other parts of
    the plant
    • supports and holds buds and leaves so that they can get enough
    sunlight for photosynthesis
    • holds flowers in the best position for pollination
    • supports the fruits and seeds in the best position for dispersal
    • makes food for the plant through the process of photosynthesis.
    Modified stems
    Most stems have similar functions, but some stems are modified so they
    can do other jobs. Modified stems have features that help them to do
    a particular job. For example, some stems can be modified for asexual
    reproduction. Plants with such stems can make new plants using their
    modified stems. The stems can produce small, identical new plants at their
    ends, or roots can form where a stem touches the ground, and a new plant can grow from there.

    Topic 1: Biodiversity and classification

    For example, in strawberries, bananas and sisal, suckers and stolons can be
    used to make new plants.
    Some stems are modified for food storage, for example, ginger,
    potatoes, yams and strawberries. Figure 3.3, on page 28 shows some
    modified stems.

    Experiment 3.2

    Work on your own.
    You will need: specimens or photographs of the following: a rhizome
    of ginger, a canna lily, couch grass or potato; a creeping stem of oxalis; a
    corm of coco yam; a stolon of a strawberry; a hand lens
    Procedure
    1. Examine the different types of stems provided. Note the main
    features of each stem.
    2. Suggest the function of each stem and note how it is suited to
    its function.
    3. Make a drawing of each different stem type, and label the drawings carefully.

    Experiment 3.3

    Work in groups.
    You will need: a carrot or sweet potato; a potato; a piece of ginger; a
    stolon of sweet potato
    Procedure
    Carefully examine the specimens, and then answer the questions.
    Questions
    1. Explain why potatoes, sweet potatoes and carrots are called tubers.
    2. What makes a potato a stem and not a root?
    3. Give two functions that different types of modified stems can carry out.

    Unit 3: The external structure and importance of flowering plants
    Leaves

    Leaves are attached to a plant’s stem at the nodes by a stalk called a petiole
    (see Figure 3.4). Leaves are usually thin, wide and flat in shape. The
    wide, flat area of a leaf is called the lamina. Leaves are the main organs of
    photosynthesis.
    Leaves are green because their cells contain a lot of chlorophyll, to
    capture the sunlight that falls on the leaf.
    The structure of a leaf is closely related to the job it has to do for the
    plant. The thin, flat lamina means that leaves have a large surface area.
    Carbon dioxide can easily get into the leaf. The large surface area can also
    trap lots of sunlight for photosynthesis. Leaves have a system of veins which
    bring water and minerals to the cells and carry away the sugar made by
    photosynthesis. The main vein, which connects with the petiole, is called
    the midrib.
    The top layer of a leaf is covered by a waxy waterproof layer called the
    cuticle. The cuticle prevents water loss through the surface of
    the leaf.
    The arrangement of the veins on a leaf can vary a lot. The veins
    of a monocotyledonous plant run in parallel lines. The leaves of a
    dicotyledonous plant have a network of branching veins.
    The size and shape of leaves can also vary (see Figure 3.5). Leaves
    can be split into several parts or have smooth, toothed or lobed edges
    (margins). Many of these features help us to identify different types of
    plants.


    Figure 3.5 Leaves can have different shapes and sizes.
    Topic 1: Biodiversity and classification

    Functions of leaf parts
    Table 3.2 describes the functions of the different parts of the leaf.

    Table 3.2 Parts of the leaf and their functions


    Part
    Function
    Petiole • Carries food made by photosynthesis from the leaf to the
      stem
    • Transports mineral salts and water from the stem to the leaf
    • Supports the leaf
    Midrib • Supports the lamina
    • Carries water and mineral salts from the petiole
      to the lamina
    • Transports food from the lamina to the petiole
    Veins • Support the lamina
    • Distribute water and mineral salts within the lamina
    • Collect food from the lamina
    Lamina • Contains chlorophyll for trapping light energy,
       which is needed for photosynthesis

    Modified leaves
    As with stems, some leaves are modified for different functions. Some of the
    most common modifications enable the plant to:
    • Prevent animals from eating the plant. Such leaves are usually prickly,
    poisonous or have an unpleasant taste.
    • Prevent water loss. These leaves often have a thick, shiny, waxy layer
    on their surface. They may be reduced to spines (e.g. a cactus), or be
    covered with a layer of tiny hairs. Some leaves are curled up to prevent
    water leaving the leaves.
    • Store water. These leaves are fleshy and used to store water.
    • Store food; examples include onion and garlic.

    Figure 3.6 Examples of leaf
    modifications: a cactus (A),
    onion (B) and succulent (C)

    Activity 3.1
    Work in groups.
    1. Collect at least three different types of leaves.
    2. Draw a table to show the differences between the leaves.
    3. Make a labelled drawing of any one of the leaves, showing its

    Unit 3: The external structure and importance of flowering plants
    Flowers:
    Flowers are the reproductive organs of a plant.
    Some flowers form individually on stems, whilst
    others are arranged in clusters. An arrangement
    of flowers on a stem is called an inflorescence.
    Figure 3.7 shows the main parts of a flower.
    Flowers produce the male and female sex cells,
    which are called gametes. The female sex cells
    are inside the ovules. The male sex cells are
    inside the pollen gains.

    Experiment 3.4
    Work in groups. Complete the experiment, and then answer
    the questions.
    You will need: a razor blade; a hand lens; a large flower such as hibiscus;
    a grass flower
    Procedure
    1. Compare the characteristics of both flowers.
    2. Carefully dissect the hibiscus flower to observe all its parts.
    Questions
    1. Explain why some parts of a flower are brightly coloured.
    2. Name at least eight parts that you saw on the hibiscus flower.
    3. Make a labelled drawing to show the main parts of a flower.

    Exercise 3.2
    1. Give the meaning of each of these terms.
    a) petiole
    b) pollination
    c) monocotyledon
    2. a) List the functions of leaves.
    b) Describe two ways in which leaves are suited to their functions.
    3. A plant has a tap root, two cotyledons and a flower with eight petals.
    Is this a monocotyledonous or a dicotyledonous plant?
    Topic 1: Biodiversity and classification

    The external structure of a root system
    The root system of a flowering plant develops from the radicle of the
    embryo in the seed. Most roots are white, cream or brown in colour. They
    do not contain chlorophyll and so cannot photosynthesise.
    There are two main types of root systems.
    • A tap root system consists of a single main root with smaller lateral,
    or side, roots branching from it. Tap root systems are found in
    dicotyledonous plants, for example black jack, carrot and bean. See
    Figure 3.8A.
    • A fibrous root system is made up of many roots that grow
    from one point and that have side roots branching from them.
    Monocotyledonous plants, such as maize and elephant grass, have a
    fibrous root system. See Figure 3.8B.

    Functions of roots
    The main functions of roots are to:
    • hold the plant firmly in the soil
    • absorb water and minerals from the soil
    • transport water and minerals to the stem.


    Figure 3.8 Root systems:
    a tap root (A) and fibrous
    root (B)
    Experiment 3.5
    Work in groups.
    You will need: specimens or photographs of the following: a bean plant,
    an onion, couch grass or a maize plant, a carrot; a hand lens
    Procedure
    Use the hand lens to observe the different types of root systems in
    the specimens.
    Questions
    1. Suggest two functions of roots.
    2. a) Draw and label the parts of the bean plant’s root system.
    b) What is the function of each part labelled?
    3. Identity the type of root for each plant.
    4. a) What root modifications can you see?
    b) What are the functions of modified roots?

    Unit 3: The external structure and importance of flowering plants
    Modified roots
    Roots can also be modified to carry out other functions. While most
    roots are underground, sometimes roots grow above the ground for extra
    support, for example maize and sugarcane. These are called prop roots.
    Aerial roots grow above the ground and are used for gaseous exchange.
    This is the exchange of oxygen and carbon dioxide between the inside and
    outside of the root. Many plants that grow in mangroves have aerial roots.
    Prop roots can grow from aerial roots to give the plant extra support; for
    example, maize and sugarcane. Some plants have roots that are used for
    food storage; for example, carrot and sweet potato.
    Some modified roots enable the plant to reproduce asexually.
    Examples include sweet potato and cassava.

    Figure 3.9 Examples of modified roots: aerial roots (A), prop roots (B), a storage
    root (C), clasping root (D), buttress root (E), breathing root (F) and stilt root (G)

    Experiment 3.6

    Work in groups.
    You will need: specimens or photographs of the following: prop roots
    of maize or sugarcane; clasping roots of vanilla; aerial roots of Ficus;
    buttress roots of flamboyant tree; breathing roots of white mangrove;
    stilt roots of red mangrove; storage root of carrot or sweet potato;
    a hand lens
    Procedure
    1. Examine the roots of your specimens, and then make a list of all the
    root modifications you can see.
    2. Describe the main features of each root.
    2. Describe how each root type is suited for its functions.
    3. Make labelled drawings of the different root types.

    Topic 1: Biodiversity and classification

    Homework:
    1. Collect at least four plants with different types of root systems.
    2. What type of root system does each plant have?

    The importance of flowering plants
    Flowering plants are important for the following reasons.
    • They are a food source for many organisms.
    • Plants help to maintain a balance of gases in the atmosphere. They
    remove carbon dioxide from the air, and release oxygen into it during
    photosynthesis.
    • They are important food crops for humans, for example, maize, wheat
    and sorghum.
    • They provide shelter for many animals, such as birds and monkeys.
    • Many trees are a source of timber, which is used in construction, to
    make furniture and for firewood.
    • Some plants can be used to make medicines, for example, the quinine
    tree is used in anti-malarial medicines.
    • Some plants, such as cotton, can be used to make fabrics.
    • Plants help to make our surroundings beautiful

    Activity 3.2
    Work on your own.
    1. Find out more about the importance of flowering plants.
    2. Try to find examples of plants in Rwanda that are used for some of the
    things listed above.
    3. Write up your findings as a report, and then hand it in to your teacher
    to be marked.

    Homework
    1. Do your own investigation on the importance of flowering plants in
    your own home and community. See if you can think of any more
    functions of flowering plants. Present your findings in a report.
    2. Discuss your report with your group.
    Activity 1.1
    Research the growing of plants using hydroponics. Find out how this
    practice works, and explore its advantages and disadvantages.

    Unit 3: The external structure and importance of flowering plants
    Checklist of learning
    In this unit, I have learnt:
    Flowering plants have flowers, bear fruits and produce seeds.
    Flowering plants consist of roots, stems, leaves and flowers.
    There are two main groups of flowering plants: monocotyledons and dicotyledons.
    The stem is usually green, and it is above the ground.
    The stem holds the leaves and flowers in place, transports water and mineral salts to the leaves,
    transports sugars from the leaves to other parts of the plant, and makes food
    by photosynthesis.
    Some stems are modified for asexual reproduction and food storage.
    Leaves are the main organs of photosynthesis, and they are well adapted for this function.
    Some leaves are modified for water and food storage, and to prevent water loss.
    Flowers are the reproductive organs of flowering plants.
    There are two types of root systems: tap roots and fibrous roots.
    Roots hold the plant in the soil, and absorb and conduct water and mineral salts from the soil into
    the plant.
    Some roots are modified for food storage, extra support and asexual reproduction.
    Flowering plants are important because they balance gases in the atmosphere, provide food
    and shelter for animals, and are food crops; they beautify our environment and can be used in
    construction, to make furniture, medicines and fabrics, and as firewood.

    Peer assessment:
    1. Ask your partner to give the correct word or term for each of these descriptions.
    a) the thin, flat, wide area of a leaf
    b) a root system that has one main root and small lateral roots
    c) plants that have their flower parts in multiples of three.
    2. Draw a picture of a flower, showing all its parts. Then, ask your partner to label
    the picture.
    3. Explain to your partner how a leaf is adapted to enable it to photosynthesise.
    4. Explain to your partner why both eucalyptus and paspalum are used in Rwanda to prevent soil erosion.

    Topic 1: Biodiversity and classification
    Formal assessment
    1. Identify animals A to H below by using the key.




    Formal assessment
    KEY
    1. Animal has four legs �������������������������������������������� See 3
    Animal has fewer or more than four legs ��������������������������� See 2
    2. Animal has two long legs ������������������������������ Blue crane
    Animal has eight legs and two pincers ��������������������������� Scorpion
    3. Animal has horns ������������������������������������������ See 4
    Animal does not have horns ���������������������������������� See 5
    4. Horns are straight and pointed ������������������������������� Duiker
    Horns are large and curved ���������������������������������� Buffalo
    5. Animal is covered with fur ����������������������������������� See 6
    Animal is covered with scales ����������������������� Nile monitor lizard
    6. Animal has speckled fur all over its body ��������������������� Mongoose
    Animal has dark fur on some parts of its body �������������������� See 7
    7. Animal has dark fur on its legs �������������������������� Bat-eared fox
    Animal has dark fur on its back and tail �������������� Black-backed jackal
    (8)
    2. What type of plant structure is each of the following?
    (3)
    3. Complete the table by filling in the missing information.


    Kingdom Features Example
    3.1 Have many cells. Need to eat other organisms. Chimpanzee
    3.2 Can photosynthesise. 3.3
    Fungi 3.4 3.5
    3.6 Are single-celled. Have a nucleus Amoeba
    Monera 3.7 Bacterium
    (7)
    4. a) Make a labelled drawing to show the structure of a flower. (8)
    b) Name two types of root systems. (2)
    c) List three reasons why flowering plants are important. (3)
    5. Find out about biodiversity in Rwanda by researching the following:
    • indigenous plants and animals in Rwanda
    • the names of some endangered species in Rwanda
    • the importance of conservation in Rwanda.
    Present your information as a poster. (14)
    Total marks: 45
    Formal assessment

    Organisation and maintenance of life

    Sub-topic Cell structure
    Unit 4 Magnifying instruments and biological drawings
    Unit 5 Plant and animal cells
    Unit 6 Levels of organisation in multicellular organisms
    Sub-topic Nutrition
    Unit 7 Food nutrients and diet
    Sub-topic Gas exchange and smoking
    Unit 8 Structure and functions of human gaseous exchange system
    Sub-topic Co-ordination in plants and animals
    Unit 9 Tropic responses
    Sub-topic Support and locomotion
    Unit 10 Skeletal systems of organisms


  • UNIT 4 Magnifying instruments and biological drawings

    Key unit
    competence

    To be able to explain
    the components and
    demonstrate proper
    use and care of a
    hand lens and light
    microscope.

    Cross-cutting issue
    Environment and
    sustainability:
    Think
    about how you dispose
    of microscopes and
    other old pieces of
    technology. How can
    you do this in a way
    that doesn’t damage
    the environment?

    At the end of this unit, you should be able to:
    • Explain why we need to use magnifying instruments
    • Identify a given unknown specimen
    • Recall that a hand lens is a simple magnifying glass for observing relatively small
    objects
    • Identify the different components of a light microscope and explain their
    functions
    • Recall that microscopes are delicate instruments that need great care
    • Explain that the light microscope has various levels of magnification
    • List the features of a good biological drawing
    • Explain that magnification is the number of times larger an image is than the
    object (specimen) under the microscope
    • Manipulate a hand lens to observe relatively small specimens
    • Manipulate a light microscope to observe various specimens from prepared
    slides
    • Illustrate the biological specimens observed under a light microscope
    • Illustrate well labelled biological diagrams of specimens
    • Compare the relationship between the actual size of the specimen and its image
    • Measure and calculate the magnification of a given specimen
    • Appreciate the need for using a light microscope and a hand lens in observation
    of specimens
    • Show perseverance when making scientific observations
    • Show care and proper use of the magnifying instruments.

    Oral activity
    In your groups, think about what you learnt in previous grades.
    Th en, brainstorm the answers to these questions.
    1. Give two reasons why scientists need to observe things using
    instruments that make these things bigger.
    2. Work out a defi nition of the word ‘magnify’.
    3. Discuss whether you have ever used a magnifying instrument.
    If you have, then describe what you used it for and what you saw.

    Figure 4.2 Microscopes are important  instruments for observation.

    Topic 2: Organisation and maintenance of life

    Why do we need magnifying instruments?

    Biologists make many observations when they work. Observations enable
    them to see the details of living things. Many things are too small for us
    to see using only our eyes, so they need to be made bigger, or magnified.
    There are two instruments that biologists use for this. When they work
    outside the laboratory, they can use a hand lens. Inside the laboratory, they
    can use a microscope.

    Hand lenses
    A hand lens is a magnifying instrument that is held in the hand. We use it
    to look at small things, such as insects, flowers and animal parts, that are
    too big to put on a microscope slide.

    Microscopes
    The first microscope was invented by Robert Hooke in 1665. He used it
    to look at cells. Today, we can use powerful microscopes to see viruses,
    bacteria and cells. There are many types of microscopes.

    Figure 4.3 Hand lens

    Figure 4.4 The first
    microscope, invented by
    Robert Hooke, in 1665

    Experiment 4.1

    Work in groups.
    You will need: a hand lens; a light microscope; newsprint; moss plants; a
    pencil; paper
    Procedure
    1. Place the lens just above the newsprint, and then look down through
    the lens.
    2. Move the lens closer to your eyes, and then further away from your
    eyes.
    3. Repeat step 2, above, using a moss plant. Identify the small green
    leaves and the tiny transparent rhizoids.
    Questions
    1. How does the image appear when the hand lens is close to the object
    and when it is further away from the object?
    2. Make a simple drawing of a moss plant, and label the structures you
    have identified; for example, the leaves, rhizoids and stem.

    Unit 4: Magnifying instruments and biological drawings

    Parts of a microscope

    In the following experiment, you will learn about the different parts of a
    light microscope and what the function of each part is.

    Experiment 4.2

    Work in groups.
    You will need: a microscope, or you can use the diagram below if your
    school does not have a microscope
    Procedure

    1 eyepiece – the lens that
    you look through; it
    usually has 10× or 15×
    power
    2 body tube
    3 nosepiece – holds two or
    more objective lenses; it is
    rotated to change power
    4 objective lenses – lenses
    of different magnification;
    the shortest lens has the
    lowest power; the longest
    lens has the highest
    power
    5 stage clip – holds the
    slide in place
    6 stage – the flat platform
    where you place your
    slides; it can be moved left
    and right to view the slide
    and up and down to focus
    7 diaphragm – a rotating
    disk with holes of different
    sizes; it is used to vary
    the intensity and size of
    the cone of light that is
    projected upwards into the slide

    8 condenser – focuses the
    light onto the slide
    9 light source – bulb or
    lamp; if the microscope
    has a mirror, it is used
    to reflect light from an
    external light source up
    through the bottom of
    the stage
    10 coarse focusing knob –
    brings the specimen into
    focus under a low-power
    objective lens; it cannot
    be used with high-power
    objective lens
    11 fine focusing knob –
    brings the specimen into
    focus under mediumand
    high-power
    objective lenses
    12 light switch – turns the
    light source on

    Topic 2: Organisation and maintenance of life

    The functioning of a microscope
    If your school does not have enough microscopes, your teacher will
    demonstrate how to use one correctly.
    Activity 4.1
    Work in pairs or groups.
    1. Carefully carry a microscope to your workbench or desk using both
    hands. One hand should be on the arm of the microscope and the other
    underneath, below the base.
    2. Identify the different parts of the microscope using Figure 4.5, on
    page 42, to help you. Do not touch the surface of the lenses.
    3. Turn the nosepiece so that the objective lens with the lowest
    magnification is in position.
    4. Turn the coarse focus knob and observe what happens to the objective
    lens.
    5. Turn the mirror so that light is reflected through the lens.

    Activity 4.2
    Work in the same pair or group you were in for Activity 4.1. Your teacher
    will give you a slide with a specimen on it. Follow these steps to view the
    specimen using your microscope.
    1. Make sure that the lowest power objective lens is in place.
    2. Turn the coarse focus knob until the lens is as far away from the stage
    as possible.
    3. Put the slide onto the stage and clip it in place. Move the slide until the
    specimen is directly under the lens.
    4. Slowly turn the coarse focus knob until the specimen is in focus. You
    can use the diaphragm above the mirror to change the amount of light
    passing through the specimen.
    5. Once the specimen is in focus with one lens, it will be nearly in focus
    with the other lenses. Now you will need to turn only the fine focus
    knob.
    6. Turn the nosepiece so that a more powerful objective lens is in place
    above the slide.
    7. Use the fine focus knob to bring the specimen into focus.

    Unit 4: Magnifying instruments and biological drawings

    How to store a microscope

    Microscopes are expensive instruments that must be used and stored with
    care.
    1. Place the lowest power objective above the stage, and turn the coarse
    focus knob so that the lens is as far away from the stage
    as possible.
    2. Make sure that there is no water on the stage. Use a tissue to clean it if
    there is.
    3. Store the microscope in a box or with a cover over it.

    Experiment 4.3

    Work in groups.
    You will need: a microscope; a hand lens; slides; glycerine; a razor blade;
    pollen grains; cover slips; a needle; forceps or small tweezers;
    a dropper; an onion bulb; iodine solution; a dead fly or mosquito
    Procedure

    Part A

    1. Use the hand lens to look at the insect specimen.
    2. Discuss how much detail you can see.


    Part B
    You will now prepare a slide for viewing using a light microscope. Look
    at Figure 4.6, on page 45, to help you as you work.
    1. Make sure that the glass slide is clean. Use a tissue to clean it if it is
    dirty. Try to hold the slide on the edges.
    2. Place a small drop of iodine in the centre of the slide (see A in Figure
    4.6).
    3. Use forceps to peel off the thin outer layer that surrounds the fleshy
    white storage leaves of the onion (see B). This layer is the epidermis;
    it is made up of a single layer of cells.
    4. Carefully, use a razor blade to cut off a small piece of the epidermis,
    about one centimetre square.
    5. Place the piece of onion skin in the drop of iodine (see C). Try to
    flatten it against the slide, using the needle.
    6. Hold one side of the cover slip as shown in the diagram, and slowly
    lower it on top of the iodine (see D). Do this carefully to avoid
    trapping air bubbles.

    Topic 2: Organisation and maintenance of life

    7. If there is iodine around the slip cover, clean it away using a tissue
    (see E).
    8. Place the slide onto the stage of the microscope (see F).
    Part C
    1. Adjust the microscope to view the specimen (as you learnt to do in
    Activity 4.2).
    2. Make an accurate drawing of what you see.
    3. Make other slides using specimens such as a fly’s wing and pollen
    grains. Use glycerine instead of iodine for these slides.

    Figure 4.6 Preparing a specimen for viewing under a microscope
    Questions
    1. List two differences between a hand lens and a microscope.
    2. Give one advantage of using a hand lens and one advantage of using
    a microscope for magnifying specimens.
    3. Explain why you must NOT use the coarse focus adjustment knob
    when the high power objective is in place.

    Care of a microscope
    Microscopes are expensive instruments that can be damaged easily, so it is
    important to handle them with care. These are some of the ways of caring
    for a microscope.
    1. Always place the microscope in its box when it is not in use, or cover it
    with a plastic cover.
    2. Avoid touching any lens surface of the condenser and objectives. Polish
    these regularly using a tissue.

    Unit 4: Magnifying instruments and biological drawings

    Never force the coarse and fine focus adjustments beyond the end of
    their range of movement.
    4. Always carry a microscope by the arm and stand, and use
    two hands.
    5. Keep the stage dry and clean.
    6. Always cover the specimen on the slide with a cover slip, to protect the
    objective lens.
    7. Always move the lens up when focusing, to avoid breaking
    the slide.
    8. Clean the mirror occasionally using a tissue.
    9. Never unscrew the lens components.

    Biological drawings
    Biologists need to make careful and accurate observations. They need to
    record what they see, and so they need to draw accurate biological drawings
    of their specimens. We can learn the skill of drawing biological specimens
    accurately, through practice.
    A good biological drawing should:
    • have a detailed, underlined title at the top of the page
    • have smooth, fairly thin, solid pencil lines made by controlled
    movements of the hand
    • be large enough to show all the parts
    • be neat
    • show the magnification (you will learn about this in the
    next section).

    Topic 2: Organisation and maintenance of life

    Magnification
    The magnification of a specimen is a measure of how much bigger it is when
    viewed with a hand lens or a microscope compared with its actual size.
    The magnification of a hand lens is usually written on it. Hand lenses can
    magnify specimens between 2 and 6 times.
    For a light microscope, the magnification of each lens is written on its
    side. It can be written in the form of ‘×40’, or ‘40×’ or simply ‘40’. There are
    two lenses: the eyepiece lens and the objective lens. The total magnification
    of an image through a microscope is calculated
    as follows:
    Total magnification of microscope = eyepiece magnification × objective
    lens magnification

    Worked example: Calculate total magnification
    A learner views a specimen using a microscope with an eyepiece lens that has a
    magnification of 10×. She uses an objective lens of 50×.
    What is the total magnification?
    We use this formula.
    Total magnification = eyepiece magnification × objective lens magnification
    So total magnification = 10 × 50
    = 500×

    Magnification of biological drawings

    When you draw a specimen, you usually also magnify it. Your drawing will
    be bigger than the image that you see through the hand lens or microscope.
    If you have an image or biological diagram of a specimen, you can work
    out how many times it has been magnified. You work with three factors
    when working out the magnification of an object. These are:
    • the image size (how large an image is or how big a drawing of the
    specimen is)
    • the actual size of the specimen (how large it is in the real world)
    • the magnification (how much larger the image size is compared with
    the actual size; how many times the image has been enlarged).
    We use this formula to work out the magnification of a drawing.

    In this formula, size could be length or breadth, but the same measurement
    must be taken of both the specimen and the drawing.
    Always include a magnification or scale bar on your drawing.

    Unit 4: Magnifying instruments and biological drawings

    Worked example: Calculate magnification of a drawing
    Uwimana measures a bean seed. It is 3 cm long. She makes a biological
    drawing of the seed. The length of the seed in her drawing is 15 cm. By
    how much has the bean seed been magnified?

    This means that the drawing is five times bigger than the bean
    specimen.

    Exercise 4.1

    1. A leaf measures 4 cm in length. A diagram of the leaf that appears in
    a Biology textbook measures 12 cm. By how much has the leaf been
    magnified?
    2. A group of learners use a microscope to view a cell. The eyepiece lens
    magnifies objects 10× and the objective lens that they use magnifies
    25×. What is the total magnification?

    Homework

    1. Collect two biological specimens. They can be a flower, leaf or plant
    you collected outside the classroom.
    2. Use a hand lens to view your specimens.
    3. Make careful biological drawings of your specimens. Label anything
    you can. Remember to give the magnification of
    your drawing.
    4. Which part of this activity did you find the most difficult? Explain
    what you would do differently if you had to do the activity again.

    Exercise 4.2

    1. Copy Figure 4.7, on page 46, to practise biological drawing.
    2. A learner looks through a microscope using a 20× eyepiece lens and
    a 40× objective lens. What is the total magnification that the learner
    is using?

    Topic 2: Organisation and maintenance of life

    Checklist of learning
    In this unit, I have learned that:

    Biologists use two types of instruments to observe things: hand lenses and microscopes.
    These instruments magnify things, which means that they make them appear larger than their actual
    size.
    A hand lens is often used outside on fieldtrips as it is easy to carry and use.
    Microscopes are used in laboratories, and specimens can be seen at higher magnifications than
    when using a hand lens.
    The different parts in a microscope are designed to make it function properly.
    Biologists need to observe specimens and record their observations by drawing biological drawings.
    The total magnification of a specimen when viewed with a microscope can be calculated by
    multiplying the eyepiece magnification by the objective lens magnification.
    The magnification of a biological drawing of a specimen can be calculated by measuring the size of
    the drawing and dividing it by the actual size of the specimen.

    Self-assessment

    1. Name two types of instruments that can be used to magnify things.
    2. Complete the table.

    Eyepiece magnification Objective lens magnification Total magnification
    25×
    10× 100×


    3. Look at the drawing of a bee.                                      4. Provide labels for the micros part A to E.

    If the bee’s actual length is 1,5 cm, how                         
    many times has it been magnified
    in the drawing?                                                       




                     

            










  • UNIT 5 Plant and animal cells

    Key unit                                                                                  

    To be able to differentiate between
    animal and plant cells using a light microscope.

    Cross-cutting issue
    Standardisation
    culture: When chemical products are purchased, they should be of a high standard or quality. It’s important that they will be disposed of or recycled to avoid harming our environment and human life in general.

    At the end of this unit, you should be able to:
    • Explain the role of a cell in a living organism
    • Describe the structure of a plant and animal cells
    • Identify the diff erent parts of the cell
    • Explain the uses of the various structures seen under the light microscope in
    the plant and animal cell
    • Explain that cells with high rates of metabolism contain large numbers of
    mitochondria for suffi cient energy
    • Organize a science practical setup according to given instructions
    • Prepare slides of human cheek cells and epidermal cells of an onion
    • Explain the diff erences in the structure of plant and animal cells seen under a
    light microscope
    • Demonstrate that plant and animal cells diff er in shape
    • Appreciate the importance of cells in organisms
    • Show perseverance when observing slides of plant and animal cells
    • Pay attention while handling delicate slides and sharp instruments to avoid
    injury.

    Oral activity:

    In your groups, think about what you learnt in the previous unit and earlier
    grades. Th en, brainstorm the answers to these questions.
    1. Arrange these structures in the correct order, starting with the smallest
    structure: tissue,  organ, cell,organism.
    2. What different types of microscopes are available for biologists to use
    to view cells?
    3. How would a biologist choose the type of microscope he or she should use
    to view a cell?

    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

    Figure 5.1 A plant cell, as seen under a high-power
                     microscope. 

    Topic 2: Organisation and maintenance of life

    The cell
    Cells are the basic units of all living organisms. Cells are made of molecules
    such water, proteins, carbohydrates and fats. Th ese molecules are made
    up of atoms such as carbon, hydrogen and oxygen. Cells are the building
    blocks of living organisms.
    Some organisms, such as bacteria, are made up of only one cell. Th ese
    are called unicellular organisms (‘uni’ means ‘one’). Other organisms,
    such as humans and trees, are made up of many cells. Th ey are called
    multicellular organisms (‘multi’ means ‘many’).
    Because cells are too small to be seen with the naked eye, scientists
    use microscopes to see the structure of cells. Sometimes they use powerful
    microscopes called electron microscopes to view structures that are too
    small to be seen with a light microscope.

    Hint
    Microscopes are useful for identifying organisms that cause
    diseases in Rwanda

    Structures found in plant and animal cells
    All cells have the same basic structure. Cells contain cytoplasm and
    organelles. Th e cytoplasm is a living, jelly-like substance in which the
    organelles are found. Many chemical reactions take place inside the
    cytoplasm. It is made mainly from water, in which substances such as
    sugars and gases are dissolved. Th e organelles in the cytoplasm carry
    out special functions inside the cell. Examples of organelles include the
    nucleus, chloroplasts and mitochondria. A cell membrane surrounds the
    cytoplasm.

    Figure 5.2 shows typical plant and animal cells and their organelles.


    Unit 5: Plant and animal cells

    Experiment 5.1
    Work in groups.
    You will need: a microscope; prepared slides of onion epidermis and
    human cheek cells; drawing paper
    Procedure
    1. Look at Activity 4.1, on page 43, to remind yourself how to use a
    microscope to view specimens.
    2. View the prepared slides that your teacher will give you.
    3. Make careful drawings of the two different types of cells using
    Figure 5.3, below, to help you. Only draw the structures that you
    can see on the slide.

    Questions
    1. Mention two things that you did to ensure that you avoided any
    injuries whilst doing this activity.
    2. How do the two types of cells differ in shape?
    3. Which structures are present in the onion cells but absent in the
    cheek cells?
    4. What was the total magnification that you used to view
    these specimens?

    Figure 5.3 A micrograph of an onion epidermis (A) and human cheek cells
    (B), as seen under a light microscope

    Topic 2: Organisation and maintenance of life

    Unit 5: Plant and animal cells 53

    There are many different types of plant and animal cells. Although they all
    have slightly different structures (depending on their functions), they all
    have these organelles:
    • cell membrane
    • nucleus
    • mitochondria
    • vacuole
    • cytoplasm.

    Cell membrane
    The cell membrane surrounds the cytoplasm and keeps the cell contents
    in place. It is selectively permeable, which means that it can control the
    movement of substances into and out of the cell.
    Nucleus
    The nucleus is the control centre of the cell. It is easily seen inside the cell.
    The nucleus is round and found near the centre of an animal cell and on the
    side of a plant cell.

    Figure 5.4 The nucleus, as seen using an electron microscope,
    is the control centre of the cell.

    The nucleus plays an important role when the cell divides to make new
    cells. It contains the hereditary, or genetic, information that is passed from
    parents to their offspring during reproduction.

    Unit 5: Plant and animal cells

    Mitochondria
    Mitochondria (singular = mitochondrion) are the organelles inside plant
    and animal cells where the reactions of cellular respiration take place.
    Energy that the cell can use is made in the mitochondria. Some cells,
    depending on their function, have more mitochondria than others. For
    example, muscle cells (which need a lot of energy to work) have several
    thousand mitochondria.
    Vacuoles
    Vacuoles are organelles that usually contain fluid. They are surrounded by
    a membrane. Animal cells have small vacuoles or no vacuoles. The fluid
    in animal vacuoles often contains substances such as enzymes, or stored
    food or waste products. Plant cells have large vacuoles that take up a lot of
    space inside the cell. Plant vacuoles usually contain water and dissolved
    substances, such as mineral salts and food molecules. Plant vacuoles are
    important for keeping the cell rigid.
    Activity 5.1
    Work in pairs.
    Use the library or the Internet to find out about the structure and the
    functions of each of the following cell organelles: nucleus, mitochondrion,
    ribosome, Golgi body, endoplasmic reticulum, lysosome and chloroplast.

    Exercise 5.1
    1. Define each of these terms:
    a) unicellular
    b) multicellular
    c) organelle
    2. Give one example each of a unicellular and a multicellular organism.
    3. What is the function of each of the following?
    a) the cell membrane
    b) the nucleus
    4. Which organelle in the cell makes energy?
    5. a) What is sometimes stored inside vacuoles?
    b) What is the difference between the vacuoles found in animal
    cells and those found in plant cells?

    Topic 2: Organisation and maintenance of life

    Structures that are found only in plant cells
    Two important structures are found in plant cells but not in animal cells:
    cell walls and chloroplasts.
    Cell wall
    The cell wall is a rigid structure found around the outside of plant cells. It is
    not living, and it is made up of a substance called cellulose.
    The cell wall gives the plant cell its shape. Because the cell wall is rigid, it
    protects the contents of the cell. It is fully permeable, which means that
    substances can move freely into and out of the cell through the cell wall.
    Chloroplasts
    Chloroplasts are the organelles found in plant cells that carry out the
    process of photosynthesis. They contain a green pigment called chlorophyll.
    Chloroplasts are also found in the cells of algae and
    some bacteria.

    Exercise 5.2
    1. a) What is the function of the cell wall in plants?
    b) What substance is the cell wall made of?
    2. a) What is the function of chloroplasts?
    b) What pigment is found inside chloroplasts?

    Differences in the structure of plant and animal cells
    Although plant and animal cells have many features in common, there are
    some obvious differences. Table 5.1 lists the main differences between plant
    and animal cells.

    Table 5.1 The main differences between plant and animal cells



    Plant cell Animal cell
    Shape • Have cell walls
    • The cell wall is rigid and
    has a fixed shape
    • Do not have cell walls
    • Because there is no cell
    wall, they vary in shape
    Chloroplasts Contain chloroplasts, which
    are used for photosynthesis
    Animals do not
    photosynthesise, so cells do
    not have these organelles
    Vacuoles Have a large, central vacuole Have no vacuoles or one or
    more small vacuoles (which
    are much smaller than plant
    vacuoles)

    Unit 5: Plant and animal cells

    Homework

    Copy this table, and then complete it.




    Plant cell  
       Animal cell
    Shape

    Outer covering

    Organelles

    Vacuoles


    Checklist of learning
    In this unit, I have learned that:

    Cells are the basic units of life; they are the building blocks of living organisms.
    Some organisms consist of only one cell (unicellular), whilst other are made up of many cells
    (multicellular).
    We can view cells using either a light microscope or an electron microscope.
    All cells contain cytoplasm and organelles such as a nucleus, mitochondria, a cell membrane and
    vacuoles.
    The cytoplasm is a jelly-like substance in which the organelles are found inside the cell.
    The cell membrane surrounds the cytoplasm and controls what goes in and out of the cell.
    The nucleus is the control centre of the cell and contains hereditary material.
    Mitochondria are the organelles in the cell where energy is made; cells that need more energy, such
    as those found in muscles, have more mitochondria.
    Vacuoles are membrane-bound organelles that contain fluid; plants have large vacuoles and animals
    have no vacuoles or small vacuoles.
    Only plant cells have a cell wall, which gives the cell a rigid shape and allows substances to pass in
    and out of the cell.
    Chloroplasts are organelles in plant cells where the reactions of photosynthesis take place.

    Topic 2: Organisation and maintenance of life

    Self-assessment

    1. Match the organelles in Column A with the correct function in Column B.


    Column A    
    Column B
    1.1 Nucleus A. Living, jelly-like fluid in which reactions take place inside the cell
    1.2 Mitochondria B. Control centre of the cell
    1.3 Cell wall C. Produces energy
    1.4 Cell membrane D. Controls what goes in and out of the cell
    1.5 Chloroplast E. Photosynthesis takes place here
    1.6 Cytoplasm F. The rigid structure on the outside of plant cells that keeps the shape of the cell

    2. Give the meaning of each of these terms.
    a) permeable   c) enzymes
    b) hereditary   d) photosynthesis

    3. Draw a table to show the differences between a plant and an animal cell. Include these headings: Shape, Outer covering, Organelles, Vacuoles.



  • UNIT 6 Levels of organisation in multicellular organisms

    Key unit
    competence

    To be able to explain specialisation of cells, and the link between levels of organisation
    in multicellular organisms

    Cross-cutting issue

    Comprehensive sexuality education: Understanding what healthy cells are and how they function in
    the body, enables us to live a happy, healthy life.

    At the end of this unit, you should be able to:
    • Recall that a cell is a basic structure of an organism
    • Describe the diff erent types of cells in this unit and state their functions
    • Describe the diff erent cell structures found in animals and plants and how
    they relate to their functions
    • Identify diff erent levels of organisation in multicellular organisms
    • Observe and illustrate diff erent types of cells and tissues under light
    microscope or micrographs
    • Categorize plant and animal tissues using observation of micrographs or
    slides
    • Illustrate well labelled structures of xylem and phloem tissue from slides or
    micrographs of sections of vascular plants
    • Sequence the levels of organization of multicellular organisms from the
    simplest to the most complex
    • Diff erentiate the relationship between the structure and function of
    specialised cells
    • Appreciate the complexity of life from the tiny cell through to the tissue,
    organ, system and organism levels of organisation
    • Be aware that an organism is a complex organisation of cells, an important
    unit of life.

    Oral activity


    Figure 6.1 Red blood cells are part of blood and are specialised
    to transport oxygen.

    In pairs, think back to what you learnt in the last two units. Th en, brainstorm the answers
    to these questions.
    1. Why is the cell referred to as the ‘basic
    unit of life’?
    2. Are all cells the same? If not, in what
    ways are they diff erent?
    3. What structures do plant cells have to
    help them carry out photosynthesis?
    4. Are all organisms made up of many
    cells? What do we call single-celled
    organisms? What do we call organisms
    that consist of many cells? Give an
    example of an organism that has many
    cells in its body.

    Topic 2: Organisation and maintenance of life

    Cell specialisation
    In the previous unit, you learnt about plant and animal cells. Not all cells
    look the same or work in the same way. Th ere are many different types
    of cells and each type can carry out different functions. For example, in
    animals, cells in muscles are specialised to bring about movement. These
    cells contain lots of mitochondria so that they can make energy for the
    muscles to work.
    Blood cells in animals are another specialised type of cell. They
    transport oxygen. A plant’s leaf cells are specialised to perform
    photosynthesis, whereas its root cells are adapted to take in water and
    nutrients from the soil. Th e cells are able to do these different functions
    because they are slightly different in structure from one another.
    In this unit you will find out more about some specialised cells in
    animals and in plants. You will also learn how their structure is linked to
    their functions.

    Hint
    Understanding how our bodies are made up can be useful in health related careers
    in Rwanda.

    Examples of some specialised animal cells
    In this section, we look at examples of different types of animal cells
    whose structures have been adapted to enable them to perform different
    functions.

    Ciliated cells
    Ciliated cells have tiny hair-like structures, called cilia, on their surfaces.
    Th ere are also other specialised cells, called goblet cells, amongst the
    ciliated cells. Goblet cells make a substance called mucus.
    Ciliated cells line the surfaces of some parts of the body, such as the air
    passages. Air passages take air to and from the lungs. Th e cilia trap dust
    particles and stop them from going into the lungs. Mucus from the goblet
    cells also traps dust.
    Ciliated cells are also found in the female reproductive organs. You will
    learn about their function in this part of the body later on.

    Nerve cells
    Nerve cells, or neurons, are specialised to conduct nerve impulses in the
    nervous system. They carry information from one part of the body to
    another part.
    Nerve cells are long and thin, and are grouped together in bundles
    to form nerves. Their shape makes them suitable for conducting nerve
    impulses over long distances.

    Unit 6: Levels of organisation in multicellular organisms

    Red blood cells
    Red blood cells are specialised cells that are found in the blood. They
    transport oxygen around the body.
    Red blood cells are small and have an unusual shape. They are referred to
    as biconcave discs. This shape gives them a large surface area on which oxygen
    molecules can bond. Red blood cells do not have a nucleus. They are packed
    full of a special substance called haemoglobin. Haemoglobin attracts oxygen
    molecules, which makes red blood cells well suited for carrying oxygen around
    they body. The cells are elastic, so they can easily squeeze through narrow
    tubes in the blood system.

    Exercise 6.11. Give the meaning of each of these words.
    a) specialised c) neurons
    b) cilia d) haemoglobin
    2. a) What is the function of ciliated cells?
    b) List two ways in which ciliated cells are adapted to
    their function.
    3. a) What is the function of red blood cells?
    b) List two ways in which red blood cells are suited to
    their function.
    c) Make a neat, labelled drawing of some red blood cells.

    Sperm cells
    Sperm cells are male sex cells. They are made inside the male reproductive
    system in structures called the testes.
    Sperm cells are specialised for joining, or fusing, with
    the female sex cell, the egg. Sperm cells have a tail, called a
    flagellum, which they use to swim. Because sperm cells can
    move, we say that they are motile. There are large numbers
    of mitochondria in the middle region of a sperm cell. These
    mitochondria make energy to help the flagellum to move.
    The flagellum enables the sperm cell to swim towards the
    egg when it is inside the female reproductive system.
    In the head of the sperm, there are special enzymes
    inside the acrosome. These enzymes break down the
    membrane around the female egg cell. The sperm nucleus
    contains genetic material. The nucleus enters the egg
    cell and fuses with the nucleus of the female egg during
    fertilisation.

    Topic 2: Organisation and maintenance of life

    Egg cells
    Egg cells are female sex cells. They are also called ova (singular = ovum).
    They are produced in the ovaries of the female reproductive system.
    Egg cells are large cells that have a large nucleus, and they can be seen
    with the naked eye. The cytoplasm contains many nutrients. Each egg cell
    has a special cell membrane that allows only one male sperm cell to pass
    through it. There is genetic material in the egg’s nucleus. The egg and sperm
    nuclei fuse to form a single cell,
    called a zygote.

    Exercise 6.2

    1. Give the meaning of each of these words.
    a) flagellum
    b) motile
    c) acrosome
    d) zygote
    2. a) What is the function of sperm cells?
    b) List three ways in which sperm cells are suited to
    their function.
    c) Make a neat, labelled drawing of a sperm cell.
    3. a) What is the function of egg cells?
    b) What happens when a sperm cell meets an egg cell?
    c) How is the egg cell suited to its function?

    Unit 6: Levels of organisation in multicellular organisms

    Unit 6: Levels of organisation in multicellular organisms

    Xylem cells
    Xylem cells are sometimes called xylem vessels. They transport water
    up from the roots to the other parts of the plant.
    Xylem cells are non-living cells. The end of each cell has holes in
    its wall and the cells are arranged one on top of the other, to form a
    long narrow tube. These tubes, rather like long straws, are ideal for
    transporting water.
    Phloem cells
    Phloem is a living tissue. It transports food made by the leaves during
    photosynthesis to all parts of the plant. Figure 6.8 shows the difference
    between the xylem and phloem. In the xylem, water flows in one
    direction only from the roots to the leaves. In the phloem, the food
    flows in both directions.
    Mesophyll cells
    Most cells inside a leaf are found between the upper and lower
    surfaces. (see Figure 6.9). This region of the leaf is called the mesophyll.
    Mesophyll cells are specialised for photosynthesis, which is their main
    function. Look at the diagram below, which shows the inside of a leaf.
    There are two types of mesophyll cells and they are found in
    different places in the mesophyll. These cells are called palisade
    mesophyll cells and spongy mesophyll cells. Palisade mesophyll cells
    are long, thin cells which are full of chloroplasts. They are found near
    the upper surface of the leaf. It is easy for them to trap lots of light in
    this position. Spongy mesophyll cells also have lots of chloroplasts and
    they are loosely packed in the leaf. This makes it easy for gases, such as
    carbon dioxide, which is needed for photosynthesis, to move into and
    out of these cells.

    Topic 2: Organisation and maintenance of life

    Unit 6: Levels of organisation in multicellular organisms 63

    Exercise 6.3
    1. Draw a mind map to show what you have learnt about these animal
    cells: ciliated cells, red blood cells, nerve cells, sperm cells, egg cells.
    Refer to pages 59 to 61 for help.
    2. Draw a mind map to show what you have learnt about these plant
    cells: root hair cells, xylem cells, mesophyll cells. Refer to pages 61
    and 62 for help.

    Experiment 6.1
    Work in groups.
    You will need: a microscope; prepared slides or micrographs
    Procedure
    1. Use a microscope to look at the prepared slides of different tissues
    that your teacher will give you. Remember the rules for using a
    microscope. If your school does not have slides, use the micrographs
    that your teacher gives you.
    2. Identify the tissues shown in the slides/micrographs. Decide which
    slides/micrographs show plant tissue and which show animal tissue.
    Discuss the reasons for your choice in your group.
    3. Can you identify specialised cells in the tissue specimen?
    4. Draw labelled biological diagrams of each tissue specimen in the
    slides/micrographs.

    Organisation in multicellular organisms
    There are four levels of organisation in multicellular organisms such as
    plants and animals: cells, tissues, organs and organ systems. An organism
    is made up of many organ systems which enable it to function for life.
    Cells
    These are the most basic units of life. There are many different types
    of cells in a multicellular organism. They are specialised to do a
    certain function.

    Unit 6: Levels of organisation in multicellular organisms

    Tissues
    In multicellular organisms, similar cells are grouped together to form
    tissues. A tissue is a group of specialised cells that have a similar structure
    and function. For example, muscle tissue is composed of muscle cells,
    which function to help the animal move, by contracting and relaxing.
    Examples of tissues in plant leaves are xylem, phloem and mesophyll.
    As you have learnt, xylem is made up of xylem cells, which are able to
    transport water. Phloem transports food in the plant. Xylem and phloem
    are found in leaf veins. Mesophyll tissue is made up of mesophyll cells and
    makes food.
    Organs
    Organs are structures that are made up of tissues. For example, your
    stomach is an organ for digesting your food. A particular organ may
    contain several different tissues. For example, your stomach contains
    muscle tissue (for mixing up the food) as well as glandular tissue (which
    produces digestive juices). Animal organs include the skin, heart, liver,
    brain, lungs and kidneys. Roots, stems, flowers, leaves and fruits are plant
    organs.
    Organ systems
    Organ systems are the highest level of organisation. A system consists
    of several organs working together to perform a function of life. For
    example, your digestive system consists of your stomach and your intestines
    (amongst other organs), which function to digest your food. In plants, the
    leaves, stems and roots work together to form a transport system.

      Topic 2: Organisation and maintenance of life

    Figure 6.11 Levels of organisation of a multicellular plant organism: cell, tissue,
    organ, organ system

    Homework
    1. Define each of these words.
    a) cell
    b) tissue
    c) organ
    d) organ system
    2. Give an example for each of the words in question 1.
    3. Make a simple drawing showing organisation in multicellular
    organisms. Use Figure 6.10, on page 64, and Figure 6.11, above,
    to help you.
    4. Name two animal tissues and two plant tissues.

    Advantages of specialisation of cells
    Specialisation of cells occurs only in multicellular organisms and not in
    unicellular organisms.
    Cell specialisation gives these advantages to multicellular organisms.
    • It enables them to grow bigger.
    • It enables them to carry out complex processes. Different cells carry out
    different functions.
    • Specialised cells can work together to form tissues, organs and organ
    systems.

    Exercise 6.4
    1. Arrange these structures in the correct order, starting with the
    smallest.



    organ tissue cell organ system organ

    2. Give definitions for each of these words.
    a) specialisation
    b) permeable
    c) zygote
    d) motile

    Topic 2: Organisation and maintenance of life

    Checklist of learning
    In this unit, I have learned that:

    In multicellular organisms, cells are specialised to perform certain functions.
    Examples of specialised cells in animals include ciliated cells, nerve cells, red blood cells, sperm cells
    and egg cells; examples in plants include root hair cells, xylem cells and mesophyll cells.
    A group of similar cells is called a tissue.
    Plant tissues, such as mesophyll tissue and xylem and phloem tissue, consist of similar cells that are
    structurally adapted to their functions.
    Mesophyll tissue in the leaves contains cells with lots of chloroplasts, where the reactions of
    photosynthesis take place; xylem tissue transports water around the plant.
    Animal tissues, such as muscle tissue, consist of similar cells that work together to perform a
    function.
    Organs consist of many tissues that work together to do a certain function.
    Animal organs include the skin, heart, liver, brain, lungs and kidneys; plant organs include roots,
    stems, flowers, leaves and fruits.
    An organ system consists of many organs working together, for example, the digestive system in
    animals and the transport system in plants.
    The specialisation of cells in multicellular organisms gives them advantages over unicellular
    organisms.

    Peer assessment

    Complete the questions, and then swap your answers with a friend for marking.
    1. What is another name for nerve cells?
    2. Which organelles are found in high numbers in muscle cells? Why is this so?
    3. Explain the functions of each of these cells: a) red blood cells b) xylem cells.
    4. Look at the micrographs, and then answer these questions.
    a) Identify each type of cell
    shown in pictures A to D.
    b) Identify each type of cell
    as either an animal cell or
    a plant cell.
    c) Give one function for each
    type of cell.
    d) Explain how cell D is
    suited to its function

    A B

    CD

  • UNIT 7 Food nutrients and diet

    Key unit
    competence

    To be able to analyse the different food nutrients and their significance to the
    human body.

    Cross-cutting issue
    Peace and values
    education
    :

    When you are working in pairs or as a group during an activity, work in unity and respect each
    other’s point of view.

    At the end of this unit, you should be able to:
    • Explain the importance of the classes of foods
    • List the main sources of food nutrients
    • List the chemical elements that make up carbohydrates, fats and proteins
    • Explain that large molecules consist of smaller molecules joined together
    • State that a balanced diet is eating a variety of foods containing all the
    nutrients and in the correct proportions
    • Explain that people have different dietary needs, dependant on age, gender
    and activity levels including pregnant and breastfeeding mothers
    • Explain the effects of malnutrition
    • Explain that obesity is the build-up of excess fat in the body due to excess
    intake of calories
    • Apply knowledge of deficiency symptoms to identify the different deficiency
    diseases among individuals
    • Test for carbohydrates, proteins and lipids in different food samples
    • Demonstrate the different functions of water, mineral salts and vitamins in the
    body
    • Acknowledge the importance of having a balanced diet and its relation to age
    and gender
    • Appreciate the need for a specific diet for individuals who carry out strenuous
    activities like sports and manual labour.
    • Take care when using reagents to test for food types
    • Appreciate the myths and values communities attach to certain foods
    • Adopt and develop healthy eating habits by eating a balanced diet.

    Figure 7.1 Healthy food means healthy people.

    Oral activity
    In groups, answer these questions.
    1. Make a list of your favourite foods
    or the foods you usually eat.
    2. Can you think of the nutrients that
    these foods contain?
    3. Try to work out the functions of
    each of these food nutrients.

    Topic 2: Organisation and maintenance of life

    Food nutrients
    Nutrients are chemical substances that organisms need to live. In Unit 1 you
    learnt that all living things need nutrition in order to live. Animals get their
    nutrients from the food they eat. Plants get their nutrients from the air,
    water and soil.
    Food nutrients give organisms:
    • energy for daily activities
    • the building blocks for growth and cell repair
    • substances that enable the organisms to function properly and stay
    healthy.
    There are six types, or classes, of food nutrients: carbohydrates, proteins,
    lipids (fats and oils), vitamins, mineral salts and water. Food nutrients are
    made up of elements such as carbon, hydrogen and oxygen, and sometimes
    nitrogen, phosphorus and sulphur.
    Sources of food nutrients
    Table 7.1 shows sources of food nutrients for human beings.
    Table 7.1 Sources of nutrients

    Food nutrients Foods
    Carbohydrates (sugars and starches) Bread, pasta, potatoes, cassava, maize,
    sorghum, rice, fruits, sweets, sugar
    Lipids (fats and oils) Nuts, fish oils, meat, milk, butter, cheese,
    cooking oil
    Proteins Meat, milk, chicken, fish, eggs,
    groundnuts, soya beans, seeds
    Vitamins Fruits, vegetables, meat, fish, milk,
    wholegrain cereals, nuts
    Mineral salts Salt, milk, meat, fruits, fish, eggs
    Water Drinking water, fruit and vegetable
    juices, food

    Sources of nutrients.

    Unit 7: Food nutrients and diet

    Activity 7.1
    Working in pairs, answer these questions.
    1. Identify the nutrients present in the food sources A and B.

    AB

    Figure 7.2 Sources of food.

    2. Keep a journal of the food that you eat over a week. Bring the list to
    school, and discuss it with your partner.
    a) Is your list of foods similar to your partner’s list? If it is not, how is
    it different?
    b) Did your list of foods change during the week? If it did, explain
    why.
    c) Were any of the food nutrients missing from your lists?

    Carbohydrates
    Carbohydrates are nutrients made up of the elements carbon (C),
    hydrogen (H) and oxygen (O). Some carbohydrates, such as glucose, are
    small, simple molecules. Other carbohydrates, such as starch and cellulose,
    are large, complex molecules.
    Simple sugars such as glucose are the basic units of all carbohydrates.
    We call these units sugars, or monosaccharides (‘mono’ means ‘single’ and
    ‘saccharide’ means ‘sugar’). Examples of monosaccharides include glucose
    and fructose. Monosaccharides can join together to form disaccharides; for
    example, sucrose. Polysaccharides, such as starch, are made up of many
    single units (‘poly’ means ‘many’).

    Topic 2: Organisation and maintenance of life

    Figure 7.3 shows how polysaccharides are formed.

    Figure 7.3 Formation of large carbohydrates.

    Starch is an important storage carbohydrate in plants. Glycogen is an
    important storage carbohydrate in animals. It is stored in the muscles and
    liver. Cellulose is another large carbohydrate. It is found in plant
    cell walls.

    Lipids
    Lipids are fats and oils. Fats are lipids that are solids at room temperature.
    They are used mainly to store energy in the bodies of living things. Like
    carbohydrates, lipids are made of the elements carbon (C), hydrogen (H)
    and oxygen (O). Lipid molecules consist of one molecule of glycerol joined
    to three long fatty acid molecules.

    Figure 7.4 A lipid molecule consists of a glycerol molecule joined to three fatty
    acid molecules.

    Proteins
    Proteins are nutrients made up of the elements carbon (C), hydrogen (H),
    oxygen (O) and nitrogen (N). Some proteins also contain the element
    sulphur (S). Proteins are large molecules that consist of chains of smaller
    molecules called amino acids. There are over 20 different types of amino
    acids. They can be joined in different combinations to make many different
    proteins.

    Unit 7: Food nutrients and diet

    The importance of food nutrients
    Table 7.2 shows the importance of the different food nutrient groups.
    Table 7.2 Food nutrient groups and their importance


    Food nutrients Importance
    Carbohydrates (sugars and
    starches
    • Provide the body with energy
    Lipids (fats and oils) • Provide energy
    • Help with absorption of fat-soluble vitamins A, D, E and K
    • Form a layer beneath the skin that insulates the body and reduces heat loss
    • Form a layer around organs to provide protection from injury
    Proteins • Needed for growth
    • Needed for repair of damaged tissues
    • Needed for producing the enzymes required for chemical reactions
    in the body
    Vitamins Needed in small amounts for different functions in the body, for example:
    • Vitamin C is needed to fight infections and heal wounds, and for healthy
    bones, teeth, skin and gums
    • Vitamin D helps the body to absorb calcium from food, which is needed for
    healthy bones and teeth
    Mineral salts Needed in small amounts for many different functions in the body,
    for example:
    • Iron is needed to make haemoglobin, a substance in red blood cells that
    transports oxygen around the body
    • Calcium is needed for strong bones and teeth
    Water • Needed for chemical reactions in the cells
    • Keeps body temperature constant
    • Helps the movement of joints
    • Helps digestion of food
    • Helps to remove poisonous substances from the body

    Food tests
    We can test for the presence of food nutrients in different foods. In the next
    activity, you will work in groups to find out whether food samples contain
    carbohydrates, proteins or fats. You will use chemicals called reagents to do
    this. Remember to work carefully while doing these experiments.

    Topic 2: Organisation and maintenance of life

    Experiment 7.1
    Tests for carbohydrates, proteins and lipids.
    You will need: some bread, maize porridge or other complex carbohydrate;
    test tubes; a white tile; droppers; iodine solution; cooked chicken; meat or
    egg; butter; water; nuts (crushed); sodium hydroxide solution; copper
    sulphate solution; ethanol; test tube racks; permanent markers; test strips
    for testing proteins, fats and glucose (if your school has these)
    Procedure
    Part A
    1. Copy the table below. You will need this to record your results.




    Colour change
    Food sample Iodine Biuret test Ethanol
    1. Bread


    2. Maize porridge


    3. Chicken


    4. Meat


    5. Egg


    6. Butter



    2. Set up your test tubes in a test tube rack. For each test, you need to
    test all your food samples. Use the marker pen to label each test tube
    with the number that matches the table.

    Part B

    Starch is a carbohydrate. We can easily test for its presence in a food
    sample by using iodine.
    1. Put a small piece of
    each food sample
    into a test tube or
    onto a white tile.
    2. Use a dropper and add
    two drops of iodine to
    each food sample.
    3. Observe what happens,
    and then record any
    colour changes in
    the table.

    Figure 7.6 Test for carbohydrates

    Unit 7: Food nutrients and diet

    Part C
    We test for proteins in a food sample by using the Biuret test. If proteins
    are present in the food, it will turn purple when we add sodium
    hydroxide solution (colourless) and copper sulphate solution (blue) to
    the sample. If there are no proteins in the food, the sample will remain
    blue.
    1. Put a small piece of each food
    sample into a test tube and add
    some water.
    2. Use a dropper to add about
    20 drops of sodium hydroxide
    solution to the test tube.
    3. Use another dropper to add
    about 2 drops of copper sulphate
    solution to the test tube.
    4. Gently shake each test tube.
    5. Observe what happens, and then
    record any colour changes in
    the table.

    Figure 7.7 Test for proteins.

    Part D
    We test for lipids by using organic
    solvents such as ethanol. If lipids
    are present, they will dissolve in
    the ethanol. When water is added
    to the ethanol, the water will
    turn milky.
    1. Put a small piece of each food
    sample into a test tube and add
    some ethanol. Shake the test tube
    well and then allow the contents
    to settle.
    2. Add the same amount of water to
    the test tube and shake it well.
    3. Observe what happens, and then
    record what you see.

    Figure 7.8 Test for lipids.

    Questions
    1. Make a list of the foods that you tested that contained carbohydrates,
    proteins and lipids. Some food samples may contain more than one
    nutrient.
    2. Did you take any precautions when you were doing these tests?
    3. Is there anything that you would change if you did the tests again?

    Topic 2: Organisation and maintenance of life

    A balanced diet
    A person’s diet consists of all the foods and liquids that he or she eats and
    drinks. A balanced diet gives us all the nutrients we need in the right
    amounts, as well as enough energy for our body to function well. The
    amount of energy we need is measured in kilojoules (kJ).

    Figure 7.9 A balanced diet includes foods from all five food groups.

    You have learnt about the groups of food nutrients your body needs to stay
    healthy. Your body needs different amounts of each food nutrient. The ‘pie
    chart’ in Figure 7.9 shows the relative amounts of each food group that we
    need for a balanced diet. Water is also an essential part of a balanced diet.

    Unit 7: Food nutrients and diet

    Table 7.3 describes the importance of each food group and gives the
    proportion each group should make up in the diet.
    Table 7.3 Food groups and their percentages in the diet


    Food group Importance Examples % of diet
    Carbohydrates Provide energy for growth and development.
    Wholegrain forms are best because they provide
    extra fibre.
    Bread, maize and cassava  33%
    Fruits and
    vegetables
    These foods provide vitamins and minerals
    needed for a healthy immune system. They also provide fibre. You should aim to eat five portions
    of these foods per day.
    Bananas, spinach and tomatoes  33%
    Dairy foods These foods provide fat for energy, protein for
    muscle and nerve development, calcium for bone
    development and vitamins for fighting infections.
    Milk, yoghurt and sour milk  15%
    Non-dairy
    proteins
    These foods provide protein needed for muscle
    and nerve development, and for tissues to repair
    after infections.
    Meat, eggs, beans  12%
    Foods high in
    sugar or fat
    These foods should be limited to prevent
    excessive weight gain or problems with
    blood sugar.
    Cakes, biscuits, fried foods,chocolate and cooldrinks  7%

    Activity 7.2
    Work in pairs.
    The amount of energy different people need is shown in the bar chart in
    Figure 7.10. Look at the chart, and then answer the questions.

    Figure 7.10 The amount of energy needed by different people

    1. Which person needed:
    a) the most energy b) the least energy?
    2. Explain your answers to question 1.

    Topic 2: Organisation and maintenance of life

    Balanced diets for different people
    In Activity 7.3 you saw that different people need different amounts
    of nutrients and energy. A person’s needs depend on their age, gender,
    level of activity and whether or not the person is ill. For example, males
    need more energy per day than females of all ages, and people with very
    active jobs need more energy than people who stay seated all day.
    Young people
    Children grow quickly and are very active, so they need a diet that provides
    lots of food nutrients and energy. When they reach their teenage years,
    they have times of rapid growth called growth spurts, when extra nutrients
    and energy are needed. A balanced diet for a school child should contain
    similar proportions of foods to those shown in Figure 7.9 (see page 75), but
    in amounts that provide them with enough energy. The child should also
    drink plenty of water.

    Pregnant and breastfeeding women
    Pregnant and breastfeeding women need more energy per day than the
    average adult woman. A pregnant woman needs extra nutrients and energy
    for the healthy growth and development of her baby.
    A balanced diet for a pregnant woman should contain similar
    proportions of foods to an average adult woman, but should include extra
    fruits and vegetables, dairy foods, non-dairy proteins and water.
    A breastfeeding woman needs extra energy and nutrients to make
    breast milk. Her diet should contain similar proportions of foods to an
    average adult woman, but with extra carbohydrates, dairy foods, non-dairy
    proteins and water.
    Sports players
    People who play sport need extra energy for their sporting activities. They
    also need extra nutrients to build and repair their muscles and to replace
    the minerals lost in their sweat. A balanced diet for people who play sport
    should contain similar proportions of foods to a healthy man or woman,
    but should include extra carbohydrates and non-dairy proteins, as well as
    extra water and other fluids.

    Unit 7: Food nutrients and diet

    Nutritional disorders
    A nutritional disorder is also called malnutrition. It happens when a
    person’s body has either too little or too much of a certain food nutrient.
    As a result, their body does not grow or function properly. Examples of
    nutritional disorders include deficiency diseases, starvation, obesity and
    constipation.
    There are many reasons for malnutrition. It can be caused by poverty,
    where people are either too poor to buy enough food, or can only buy cheap
    food that does not provide all the nutrients they need. Malnutrition can
    also be caused by poor food choices and poor cooking methods.

    Deficiency diseases
    Deficiency diseases occur when a person has too little of a vitamin or
    mineral. Examples of deficiency diseases include scurvy, rickets and
    anaemia.

    Figure 7.12 The gums and teeth of a person with scurvy

    Table 7.4, on page 79, shows the causes, symptoms and prevention of some
    deficiency diseases.

    Topic 2: Organisation and maintenance of life

    Starvation Starvation occurs when a person does not eat enough food. There are  two forms ofstarvation: marasmus and kwashiorkor.
    Marasmus is caused by not eating enough of almost all nutrients, but especially energy-rich foods such
    as carbohydrates, fats and proteins. Marasmus causes extreme loss of body fat and muscle. A sufferer
    of marasmus is very thin. Other symptoms of marasmus include lack of energy, severe hunger and
    swelling of the hands and feet. Kwashiorkor occurs when a person’s diet does not include enough proteins, vitamins and minerals. Mainly children are affected. Sufferers have a swollen stomach, while
    the rest of their body is very thin and has little muscle. Other symptoms
    of kwashiorkor include changes in hair colour, skin rashes, swollen hands and feet, and loss of appetite.

    Unit 7: Food nutrients and diet

    Figure 7.15 Obesity can lead
    to serious health problems.

    Obesity
    Obesity is caused by eating a diet that contains
    too many energy-rich carbohydrates and fats.
    These foods are usually called junk foods and
    contain very few nutrients. The body stores the
    extra energy as body fat. Obesity can lead to
    serious health problems such as heart disease,
    stroke and diabetes.

    Impact of deficiency diseases
    Deficiency diseases can affect a person negatively if they are left untreated.
    Some of the effects are: stunted growth, increased likelihood of getting
    infections, blindness (in the case of untreated vitamin A deficiency), being
    unable to take part in everyday activities, deformity, and death.
    When children get sick, parents or guardians and other family
    members have to care for them. So, there is less time to do other activities
    that are necessary for the family’s well-being. This can have negative effects
    on the family.
    At a community and national level, caring for sick people takes
    up valuable resources that could be used for the development of the
    community and nation. In this way deficiency diseases, which are easily
    preventable, can slow down the development of the community and nation.

    Case study
    Work in pairs. Read the case study and then discuss how soya milk can
    improve children’s health.
    Life-saving soyamilk
    Soyamilk contains all the proteins necessary to replace meat and milk.
    In a village in eastern Rwanda, women have learnt how to extract soya
    milk from soya beans. Soyamilk contains more proteins than cow’s milk
    and many adults and children prefer it. Malnutrition amongst children
    in this area has decreased in the last few years since the women’s soya
    milk production has started. There has also been a decrease in the
    number of childhood illnesses in this area.
    Constipation
    Constipation occurs when a person does not eat enough fruits and vegetables.
    Their stools become hard and difficult to pass. We can prevent constipation
    by eating food rich in fibre and by drinking plenty of water.

    Topic 2: Organisation and maintenance of life

    Unit 7: Food nutrients and diet 81

    Activity 7.3
    Work in pairs.
    1. a) Discuss with your partner some of the nutritional disorders that
    occur in your local community.
    b) What impact do these disorders have on:
    i) an individual
    ii) a family
    iii) a community
    iv) the nation?
    2. Kalisa recorded the number of children at his local clinic that suffered
    from nutritional disorders over three months. His results are shown in
    this table.


    a) How many children in total had kwashiorkor?
    b) In which month were there the most children with anaemia?
    c) Which foods should children with anaemia eat?
    d) Which vitamin and mineral should children with rickets eat more
    of in their diet?

    Homework
    Draw a table with three columns: Disease, Cause, Prevention. Complete
    the table using the information about nutritional disorders that you learnt
    in the section above (see pages 78 to 80).

    Exercise 7.1
    1. Name six food nutrients.
    2. Give an example of a food that contains:
    a) carbohydrates b) proteins c) vitamins.
    3. Name the elements that are found in each of the following:
    a) carbohydrates b) proteins c) fats.
    4. Give the basic units of each of the following:
    a) carbohydrates b) proteins c) fats and oils.
    5. What is a balanced diet?
    6. Name three deficiency diseases.

    Unit 7: Food nutrients and diet

    Checklist of learning
    In this unit, I have learned that:

    All living things need food nutrients to provide energy, build and repair cells and
    keep them functioning properly.
    The main food groups are carbohydrates (sugars and starches), proteins, lipids (fats and oils),
    vitamins, mineral salts and water.
    Different foods contain different nutrients.
    Simple carbohydrates are made up of single sugars, such as glucose; complex carbohydrates, such as
    starch and glycogen, consist of many single sugar units joined together.
    Lipid molecules are made up of a molecule of glycerol and three fatty acids.
    Protein molecules are large molecules that are made up of amino acids.
    Foods can be tested using reagents to find out which nutrients they contain.
    A balanced diet contains all the food nutrients that a person needs in the right quantities.
    Different people need different diets depending on their age, gender, level of activity and whether or
    not they are ill.
    A nutritional disorder occurs when a person does not have enough food or when their diet is lacking
    certain vitamins or minerals.
    Scurvy, rickets, anaemia, starvation and obesity are examples of nutritional disorders.

    Topic 2: Organisation and maintenance of life

    Self-assessment
    1. Match the word in Column A with the correct statement in Column B.

    2. Name the reagents that are used to test for the presence of the following in a food sample:
    a) proteins
    b) starch.
    3. A family has four members: an 80-year-old grandfather, a 35-year-old father, and 28-year-old
    pregnant mother, and a 2-year-old boy.
    a) Between the boy and the grandfather, who should be given more milk?
    b) Why?
    4. Miss Umutoni visited a doctor as her gums were bleeding and she complained that she was always
    tired. The doctor told her to eat two oranges, spinach and plenty of red meat every day for one
    month. After two weeks, Miss Umutoni felt better and went
    to thank the doctor.
    Discuss the causes of Miss Umutoni’s symptoms, and explain why her treatment
    was successful.
    5. Describe any two nutritional disorders. Include the causes, prevention and treatment of each
    disorder.

    Unit 7: Food nutrients and diet




  • UNIT 8 Structure and functions of the human gas exchange system

    Key unit
    competence

    To be able to describe the structure and functions of the human gas exchange system.

    Cross-cutting issue Environment and sustainability:
    Breathing safe air ensures good health. Rwandans strive to maintain a clean environment by planting trees and conserving them. The areas of Umutara and Bugesera have been transformed by planting trees.

    Oral activity
    In groups, think back to your earlier grades. Th en, discuss these questions.

    1. What is
    respiration?
    2. Why does      
    respiration take
    place in the cells of
    the body?
    3. Which gas is
    needed for
    respiration?
    4. Which gas is
    produced by
    respiration?
    5. Name the
    respiratory organs
    in humans.
    6. Do all organisms
    have the same
    respiratory
    organs?
    7. Try to remember
    the pathway that
    air follows when
    we breathe in
    until it reaches the
    respiratory organs.

                                                                                                Figure 8.1 We need oxygen to make energy for exercise.

    Topic 2: Organisation and maintenance of life

    Structure of the human gas exchange system
    Most living organisms need oxygen gas (O2) for respiration. You learnt
    in Unit 1 that respiration is a characteristic of living things. During
    respiration, glucose is broken down using oxygen, to release energy in cells.
    During this process, carbon dioxide (CO2) is produced as a waste product.
    So, the cells must take in O2 and get rid of CO2 at the same time. The
    movement of gases across a surface or a membrane in opposite directions is
    called gas exchange. Gas exchange enables the movement of gases. It takes
    place in our lungs and in our cells.

    How does gas exchange work?
    In Figure 8.2, you can see that O2
    molecules move from one side of
    the gas exchange surface to the other
    side. The O2 molecules move from the
    side where there are lots of them to
    the side where there are fewer of them.
    The CO2 molecules move in the opposite
    direction through the gas exchange
    surface. However, they too move from
    where there is a high concentration of
    CO2 molecules to where there is a lower
    concentration of CO2 molecules.
    The movement of molecules
    from a place where they are in a high
    concentration to a place where they are
    in a lower concentration is called diffusion.
    So, gas exchange takes place by diffusion.
    Do not confuse gas exchange with breathing in mammals. Breathing is
    the movement of air into and out of the lungs.

    The structure of the lungs
    Air moves in and out of the lungs. Humans get the oxygen they need from
    the air. They get rid of carbon dioxide in the air that leaves the lungs. The
    lungs are part of the gas exchange system in humans.
    Air is taken in from the outside, or inhaled, through the nose and
    mouth. The nose has two nostrils, which lead to the nasal cavity. The nasal
    cavity is lined with hairs and mucus, which filter and moisten the incoming
    air. They also trap dirt and bacteria. Blood vessels warm the air as it passes through the nasal cavity.

    Unit 8: Structure and functions of the human gas exchange system

    Air passes from the nasal cavity down a tube called the trachea, or windpipe. There is a flap of
    cartilage at the top of the trachea that flaps over it during swallowing. This stops food from entering
    the trachea. The trachea is held open by C-shaped rings of cartilage.
    The trachea branches into two smaller tubes called bronchi (singular = bronchus). One
    bronchus leads to each lung and branches into many smaller tubes called bronchioles. The
    bronchioles end in many bunches of small, thinwalled air sacs called alveoli (singular = alveolus).
    The alveoli are the gas exchange surfaces. The alveoli provide a very large surface area for gas
    exchange. The inside surfaces of the alveoli are kept moist by water that diffuses out of the blood.
    The walls of the alveoli are only one cell thick, and many small blood capillaries surround them.

    Experiment 8.1
    Dissect a lung.
    You will need: a dissecting set; plastic sheeting; a hand lens; a lung of
    a goat, sheep or cow (with the trachea and bronchi intact); water; a
    container; a towel; soap; disinfectant; rubber tubing
    Procedure
    1. Wash the lungs carefully with enough water to remove the blood. Do
    not allow water to enter the trachea.
    2. Place the lungs on a piece of plastic sheeting on a bench. Position the
    lungs so that you can see the tubes leading into them. You may have to
    cut away some pieces of flesh to fully expose the lungs.
    3. Use Figure 8.3, above, to identify the various parts of the lungs.
    4. Insert the rubber tubing into the trachea. Take a deep breath, and blow
    into the lungs very hard. Do you notice any movement of the lungs?
    Describe this movement. Do you think your lungs behave in a similar way when you breathe in? Explain your answer.

    Topic 2: Organisation and maintenance of life

    5. Examine the sides of the trachea and bronchi very closely. Do you see
    the rings on the trachea and bronchi? What colour are these rings?
    Next, feel the sides of the trachea and bronchi, and then the surface of
    the lungs. Do you notice any differences between them? Describe these
    differences.
    6. The thin layer of skin covering the lungs is called the pleural
    membrane. What do you think is the function of this membrane?
    7. Bend the trachea until the open end faces downwards, and then let
    it go. Was it easy to bend? What happened to the trachea when you
    let go? Next, try to close the trachea by squeezing it with your fingers,
    and describe what you feel. What happens to the trachea after you stop
    squeezing it? What function do the rings have?
    8. Cut off one bronchus from the trachea to separate a lung. Next, cut
    along the bronchus until you expose the inside of the lung. Use the
    hand lens to see whether the bronchus divides further into smaller
    tubes. What are these sub-divisions of the bronchus called? What
    other details inside the lung have you observed? Describe the inside of
    the lung.
    9. Figure 8.3, on page 86, shows the human lung in detail. Could you see
    this much detail when you examined the lung? Why can you not see
    the alveoli?
    10. Put the lungs and other parts into the container and bury them in the
    ground. Carefully wash the bench and plastic sheeting with soap, and
    then disinfect them.
    11. Wash your hands thoroughly with soap.

    Table 8.1 describes the functions of the different parts of the human gas
    exchange system.

    Table 8.1 Functions of parts of the human gas exchange system

    Unit 8: Structure and functions of the human gas exchange system

    Exercise 8.1
    1. Draw a labelled diagram of the human lungs.
    2. Describe the function of each of the following:
    a) rings of cartilage
    b) mucus inside the trachea and bronchi.
    3. What are alveoli?
    4. The inside of the lung is spongy. Explain the word ‘spongy’.
    5. Copy the table below, and then complete it.

    Gas exchange in humans

    In humans, gas exchange takes place in two places: in the alveoli in the lungs and in the cells of the body.
    Gas exchange in alveoli Air, which contains oxygen, is breathed into the lungs. Oxygen moves from the alveoli into the blood in the capillaries that surround the alveoli. Carbon dioxide moves out of the blood into the alveoli. Carbon dioxide is breathed out.

                                                                                         

    Topic 2: Organisation and maintenance of life

    Gas exchange in cells
    Blood containing oxygen flows from the heart to the body cells.
    Oxygen molecules move by diffusion from a high concentration in the blood towards a region where there is less oxygen inside thecells. Inside the cell, oxygen is used in the process of respiration.
    Carbon dioxide is made during respiration in the cells. This means that there is a high concentration of carbon dioxide molecules inside the cells. Carbon dioxide moves out of the cells into the
    blood where there is a lower carbon dioxide concentration.

    Experiment 8.2
    Make a model to demonstrate breathing.
    You will need: rubber bands or string; a glass rod; a rubber sheet of a size that will cover the
    bottom of a bell jar; a bell jar; two balloons; a Y-shaped tube; a rubber bung or cork
    Procedure
    1. Using a rubber band, tie the glass rod to the rubber sheet. Secure the rubber sheet
    around the open end of the bell jar using rubber bands. The rubber sheet represents the
    diaphragm.
    2. Tie a balloon around each arm of the Y-shaped tube. Push the other end of the tube
    through a rubber bung or a cork. The balloons represent the lungs and the Y-shaped tube
    represents the trachea and bronchi. Assemble the apparatus as shown in Figure 8.6, below.
    3. Pull the rubber sheet downwards using the glass rod. This represents an inhalation. Note
    what happens to the balloons when the rubber sheet is pulled downwards. Explain what
    happens.
    4. Push the rubber sheet upwards using the glass rod. This represents an exhalation. Note
    what happens to the balloons when the rubber sheet is pushed upwards. Explain what happens.

    Unit 8: Structure and functions of the human gas exchange system

    Activity 8.1
    Work in pairs.
    1. Use a microscope to examine the microscope slides that your teacher
    will give you. You can also use the micrographs in Figure 8.7 if you do
    not have slides.
    2. Make a labelled drawing of what you see. What magnification did you
    use?

    Figure 8.7 Micrographs showing alveolar cells (A) and ciliated epithelium (B)

    Exercise 8.2
    1. Explain the difference between:
    a) gaseous exchange and breathing
    b) diffusion and breathing.
    2. List the pathway for air from the nose into the lungs.
    3. Name two places where gas exchange takes place in humans.
    4. a) What type of cells line the trachea?
    b) How are these cells specialised for their function?
    5. Research gaseous exchange in the following animals:
    a) insects
    b) fish
    c) spiders.

    Topic 2: Organisation and maintenance of life

    Checklist of learning
    In this unit, I have learned that:
    Gas exchange is the movement of gas molecules across a surface or membrane which is called the
    gas exchange surface.
    The movement of gas molecules takes place by diffusion.
    All organisms need to make energy through respiration, so they need oxygen and they produce
    carbon dioxide.
    In humans, gas exchange takes place inside the lungs and in the cells of the body.
    The human gas exchange system consists of the nostrils, nasal passages, trachea, bronchi,
    bronchioles and alveoli.
    The walls of the alveoli are only one cell thick; the alveoli are surrounded by small blood capillaries.
    Air, which contains oxygen, is breathed in; oxygen molecules diffuse through the walls of the alveoli
    into the blood.
    Blood that contains oxygen flows to the cells of the body; oxygen molecules diffuse across the cell
    membrane into the cell, where they are used for respiration.
    Carbon dioxide diffuses out of the cells into the blood.
    Blood that contains carbon dioxide flows into the lungs; carbon dioxide molecules diffuse through
    the walls of the alveoli into air in the lungs, and are breathed out.

    Self-assessment
    Choose the correct answer.

    1. What are the tiny sacs in the lungs called?
    A bronchi B alveoli C capillaries
    2. What happens during gas exchange in the lungs?
    A Oxygen passes into the blood and carbon dioxide passes out of the blood.
    B Oxygen passes out of the blood and carbon dioxide passes into the blood.
    C Oxygen and carbon dioxide pass into the blood.
    3. Which structures does the trachea lead to in the lungs?
    A pleural membranes B bronchioles C bronchi
    4. The alveoli are suited for gas exchange because they have:
    A a small surface area B a large surface area C walls that are many cells thick
    5. The cilia in the air passages:
    A trap dust B trap bacteria C trap dust and bacteria

    Unit 8: Structure and functions of the human gas exchange system

  • UNIT 11 Classifi cation of diseases

    Key unit
    competence

    To be able classify diseases and explain ways of preventing the spread of infectious diseases.

    Cross-cutting issue

    Comprehensive
    sexuality education:

    Rwandans need to ensure that they lead healthy lifestyles so that they can contribute to the Rwandan economy. HIV/AIDS is a serious disease that impacts on the lives of many Rwandans as well as the country’s economy.

    At the end of this unit, you should be able to:

    • Define good health as a state of mental, social and physical wellbeing
    • Define disease as any physical or mental disorder or malfunction with a
    characteristic set of signs and symptoms
    • Explain how infectious diseases (cholera, tuberculosis, malaria, Ebola, HIV/
    AIDS) are spread
    • Explain ways in which infectious and non-infectious diseases can be
    prevented
    • Classify diseases into infectious, non-infectious, inherited, degenerative,
    social, mental, eating disorder and deficiency diseases
    • Adopt and encourage the practices that enhance good health
    • Be aware that the clearing of bushes and grasses in the habitats of the
    anopheles mosquitoes and the treatment of the stagnant water for the
    anopheles larvae are necessary for eradicating malaria.

    Oral activity

    Some people are healthy, but others are sick. Sometimes sick people need to
    go to hospital. In groups, talk about these questions.
    1. What is good health?
    2. Name some
    diseases that
    occur in your
    community.
    3. Discuss whether
    or not people get
    these diseases
    from
    other people.
    4. Talk about ways
    to prevent sick
    people from
    spreading disease.
    5. Work out a
    defi nition for the
    terms ‘disease ’ and‘good health’. 

    Topic 3: Health and disease

    Health and disease When we say that a person is in ‘good health’, we mean that the person is in a good mental, physical and social state. The word ‘disease’ refers to a physical or mental disorder or malfunction that has a particular set of signs and symptoms. A person that has a disease is sick and may need to be treated by a health worker. Some diseases do not cause symptoms, so we may not know that the person is sick. However, other diseases cause a clear set of signs and symptoms.

    Figure 11.3 A nurse taking care of a patient in hospital

    Activity 11.1
    Work on your own.
    You may have heard the saying ‘prevention is better than cure’. Describe five
    good practices that can prevent a person from getting
    a disease.
    Practices that promote good health
    We can follow these good practices to prevent disease and stay healthy.
    • Eat a balanced diet.
    • Eat at regular intervals.
    • Get enough sleep.
    • Maintain good hygiene of the body, clothes, the home
    and foods.
    • Drink safe water.
    • Exercise regularly.
    • Avoid eating too much salt.
    • Wash your hands before each meal and after going to
    the toilet.

    Activity 11.2
    Work in groups.
    Design a poster to show how washing your hands helps to prevent the spread of infectious diseases. Include information about how and when we must wash our hands.

    Unit 11: Classification of diseases

    Types of diseases
    There are two main types of diseases: infectious and non-infectious
    diseases.
    Infectious diseases
    Infectious diseases are diseases that are passed on, or transmitted, to a
    person by another organism, such as a bacterium or virus. Organisms that
    cause disease are called pathogens. They attack the body’s cells or release
    poisons called toxins. Nearly all pathogens are micro-organisms, so they
    are microscopic. When a person has an infectious disease, he or she can
    spread it to another person. Table 11.1 lists some examples of pathogens
    and the infectious diseases that they cause.
    Table 11.1 Pathogens and infectious diseases

    Topic 3: Health and disease

    The spread and prevention of infections
    You have learnt that infectious diseases can be transferred, or
    transmitted, from one infected person to another. Another name for
    an infectious disease is a communicable disease. Communicable
    diseases are transmitted by infections.
    Figure 11.7 A patient suffering from tuberculosis (TB), which is
    an infectious disease
    Infectious diseases can spread through:
    • water (e.g. cholera); these are called
    waterborne diseases
    • air (e.g. measles, tuberculosis)
    • blood (e.g. HIV/AIDS)
    • sexual intercourse (e.g. gonorrhoea).
    There are several ways to prevent the
    spread of infectious diseases, including the
    following:
    • Inform and warn people about a
    particular infectious disease, for
    example, cholera or Ebola fever. Offer
    health education at all levels of the
    country.
    • Improve public hygiene measures; for
    example, remove the remains of dead
    animals, have rubbish collection points
    around schools and cities, and provide
    safe drinking water and sewage systems.
    • Isolate or quarantine infected people in
    places where they have little contact with                                       
    people other than health workers.
    • Immunise people against infectious
    diseases. This is an injection that
    helps our bodies to fight a disease.
    • Build more healthcare centres.

    Unit 11: Classification of diseases

    Activity 11.3
    Work in groups.
    1. What is an infection?
    2. a) Find out the names of at least five infectious diseases.
    b) Research how each of these diseases is transmitted, and then
    suggest preventive measures for each one.

    3. The wall chart below shows some ways to prevent cholera. Analyse it,
    and then answer these questions.
    a) Use the wall chart to suggest ways to prevent cholera.
    b) Suggest any two other ways to prevent cholera.
    c) How can we help someone with cholera?

    Experiment 11.1
    Work in pairs. Follow the steps on the next page to prepare an oral
    rehydrating solution (ORS) that you can use as a first aid to help a patient
    suffering from cholera. ORS is a mixture that is made from clean water,
    table salt and sugar.

    Topic 3: Health and disease

    You will need: sugar (table sugar); table salt; two teaspoons; a clean onelitre
    bottle with a lid; boiled water; a clean measuring cylinder or any
    suitable container; soap
    Procedure
    1. Wash your hands with soap and water. Wash the teaspoons, bottle
    and measuring cylinder with soap and clean water and leave them to
    dry.
    2. Put 750 ml of boiled water into the bottle.
    3. Measure out one level teaspoonful of table salt. Remove half of the
    salt from the spoon. Add the remaining half (2,5 ml) to the water in
    the bottle.
    4. Measure out one level teaspoon of sugar (use the other teaspoon to
    level the sugar with the edge of the spoon). Add the teaspoonful of
    sugar (about 5 ml) to the 750 ml of water in the bottle.
    5. Repeat step 4 until you have added six level teaspoonsful (30 ml) of
    sugar.
    6. Put the lid on the bottle and shake it until all the sugar and salt
    have dissolved. You have now prepared an oral rehydration solution
    (ORS). Taste it; it should be no more salty than the tears from your
    eyes.

    Non-infectious diseases
    Non-infectious diseases cannot be passed from one person to another by
    living organisms. They develop because the body does not work properly,
    or they may be caused by a person’s lifestyle. Examples include sickle cell
    anaemia, allergies, ageing, osteoporosis, cancer, cardiovascular diseases,
    eating disorders, deficiency diseases and mental illnesses.
    Activity 11.4
    Work on your own.
    Kalisa and Nyirasafari still have their grandparents, who are 90 years old.
    They like to visit their grandparents. One day, their grandmother fell and
    broke her arm. The doctor said that her arm broke because of osteoporosis,
    which is an age-related disease.
    1. Do research in the library or on the Internet, and then explain the
    words ‘ageing’ and ‘osteoporosis’.
    2. What are the signs of ageing?
    3. How can we take care of a person who is ageing?

    Unit 11: Classification of diseases

    Sickle cell anaemia
    Sickle cell anaemia is a disease of the red blood cells. Sickle-shaped red
    blood cells are unable to carry oxygen as well as normal red blood cells can.
    They can also easily get stuck in narrow blood vessels. This prevents oxygen
    from reaching the cells of the body.

    Sickle cell anaemia is caused by a change in a gene that makes haemoglobin,
    the molecules that give your blood its red colour. Haemoglobin helps red
    blood cells to carry oxygen from the lungs to all the cells in the body.
    The sickle cell gene is passed from one generation to the next. If both
    a mother and father have the sickle cell gene and pass it to their child, then
    their child will have sickle cell anaemia. If only one parent has the sickle cell
    gene and it is passed to his or her child, then the child will be able to make
    both normal and sickle cell haemoglobin. This child will be a carrier of the
    sickle cell gene. There are tests available to find out if a child has sickle cell
    anaemia. Although
    there is no cure for sickle cell anaemia, medications can relieve
    the symptoms.
    Allergies
    An allergy is a reaction by the immune system to a substance in the
    environment. A substance that causes an allergy is called an allergen.
    Some people are allergic to certain foods, for example, nuts or shellfish, or
    to substances in the environment, for example, dust, pollen or pesticides.
    When someone is allergic to something, they sneeze, get itchy eyes, get a
    rash or have swelling on their body. There are different medicines available
    to treat allergies.

    Topic 3: Health and disease

    Ageing
    Ageing is the process of becoming older. Many
    physical, mental and social changes take place. For
    example, older people do not walk or think as fast as
    younger people do. Ageing is a natural process that we
    will all go through.
    Osteoporosis
    Osteoporosis is a bone disease that occurs mostly in
    women after menopause. The bones become very
    porous, and they break easily and heal slowly. The
    disease can lead to curvature of the spine after the
    vertebrae collapse.
    Cancer
    Cancer is a non-infectious disease that develops when cells of the
    body do not divide normally. Cancer can start almost anywhere in a
    person’s body. Cancer may lead to the growth of tumours. There are
    many ways to treat cancer, but it is important to find it early on.
    Cardiovascular diseases
    These are diseases of the heart and blood vessels. Examples include
    coronary heart disease (CHD) and strokes. CHD can lead to a heart
    attack, which is when the heart muscles do not get enough oxygen. A
    stroke occurs when too little oxygen is transported to the brain cells.
    Eating disorders
    Eating disorders lead to diseases that are caused by undereating or
    overeating. You have already learnt about some diseases that occur
    from undereating, such as kwashiorkor and marasmus.
    Obesity is caused by eating more food calories than are used up
    by physical activity. Excess energy is stored as fat. Obesity is becoming
    more common as people eat more unhealthy ‘fast’ foods and spend
    less time exercising.
    Deficiency diseases
    Deficiency diseases occur when a person’s diet lacks certain vitamins
    and minerals. For example, a deficiency of vitamin C can lead to
    scurvy. You learnt about some of these diseases in Unit 7 in Table 7.4,
    on page 79.

    Unit 11: Classification of diseases

    Mental illnesses
    Diseases that affect a person’s mind include depression, anorexia and
    schizophrenia. There are many ways to treat these diseases. Table 11.2
    summarises different types of diseases and gives examples of each disease.

    Activity 11.5
    Work in groups.
    1. Look at the diseases given in the blocks below.

    Put each disease into one of these categories:
    a) infectious disease
    b) non-infectious disease
    c) inherited disease
    d) eating disorder
    e) deficiency disease.
    2. Name four other diseases, and classify each disease into one of the
    groups above.

    Table 11.2 Different diseases and their descriptions

    Topic 3: Health and disease

    Exercise 11.1
    Look at Table 11.2, on page 120, and then answer these questions.
    1. Name:
    a) three infectious diseases
    b) two inherited diseases
    c) one degenerative disease.
    2. Give the meaning of the following terms:
    a) degenerative disease
    b) social disease
    c) deficiency disease.
    3. Which vitamin is deficient when a person has:
    a) scurvy
    b) rickets?

    Activity 11.6
    Work in pairs. Look at the photographs below, and then comment on the
    health of each child.

    Unit 11: Classification of diseases

    Homework
    1. List five types of diseases.
    2. Explain the meaning of each of these terms.
    a) infectious disease
    b) hypertension
    c) immunisation
    d) haemoglobin
    3. Copy the table below, and then complete it.

    Checklist of learning
    In this unit, I have learned that:
    A person’s health includes their mental, social and physical well-being.
    There are two main types of diseases: infectious and non-infectious diseases.
    Infectious diseases are caused by pathogenic organisms, and they can be transmitted from one
    person to another unless preventive measures are taken.
    Preventing the spread of infectious diseases is important and includes quarantine
    and immunisation.
    Cholera is an infectious disease that is caused by a bacterium and spread through contaminated
    water.
    Some diseases are non-infectious; they include sickle cell anaemia, allergies, ageing, osteoporosis,
    cancer, cardiovascular diseases, eating disorders, deficiency diseases and mental illnesses.

    Topic 3: Health and disease

    Peer assessment
    1. Ask your partner to look at the pie chart, and then to tell you, according to the data presented,
    which disease causes:
    a) the most deaths b) the fewest deaths.

    Number of deaths caused by the main non-infectious diseases worldwide
    Source: http://www.who.int/gho/ncd/mortality_morbidity/ncd_premature_text/en
    2. Describe to your partner two measures for preventing the spread of infectious diseases.
    3. We often hear in the news that people in refugee camps die from cholera. Ask your partner to
    explain factors that make cholera common in such camps.
    4. a) Discuss with your partner the preventive measures the Rwandan government uses to eradicate
    malaria.
    b) Despite the measures taken by the government, malaria still causes the death of many
    Rwandans. What factors are causing this failure to eradicate malaria?
    5. The Rwandan government encourages its citizens to participate in sport. Discuss with your partner
    the impact that sport can have on our health.

    Unit 11: Classification of diseases

  • Unit 14: Reproduction, pregnancy and childbirth

    Key unit competence To be able to analyse the process of reproduction, pregnancy and childbirth.

    Cross-cutting issue Comprehensive sexuality education: Unintended pregnancies and teenage pregnancies may lead to health problems as well as social and economic difficulties. Healthy pregnancies, childbirth, antenatal and postnatal care are essential for all Rwandan women.

    At the end of this unit, you should be able to

    • Describe male and female reproductive systems 

    • Explain the process of fertilisation 

    • Explain how a pregnancy occurs 

    • Describe the signs of pregnancy, and the stages of foetal development and childbirth 

    • Define maternal mortality and list major causes of maternal mortality 

    • Describe ways that poverty and gender inequality lead to death among pregnant women and how these outcomes can be prevented

     • List health risks associated with early pregnancy and birth 

    • Analyse using simulations of stages of pregnancy and discuss the signs and behavioural symptoms of pregnancy 

    • Appreciate the importance of the steps that should be taken to promote safe pregnancy and childbirth 

    • Show concern about maternal mortality as an issue in the region.

    Oral activity In groups, discuss these questions.

     1. Name two main functions of the human reproductive system. 

    2. During which time in a woman’s menstrual cycle is she most likely to fall pregnant after unprotected sex? 

    3. Discuss how unintended pregnancy can occur.

    4. What are the consequences of unintended pregnancies?

    The male and female reproductive systems 

    In unit 12 you learnt about the male and female reproductive organs and how they are involved in reproduction. Reproduction is the production of offspring or new individuals from their parents. Human reproduction is sexual reproduction, as it requires sex cells, or gametes, from male and female parents. The gametes fuse, or join, to form a new cell. A new organism develops from this cell. The reproductive organs are important for two reasons: they play a role in sexual intercourse and, in females, they provide a place for a new baby to develop. You will find out about these two roles in this unit.

    Exercise 14.1 1. 

    List the parts of the male reproductive system in which: 

    a) sperm are produced 

    b) semen leaves the male body. 

    2. Write down the pathway of an ovum from the time it is released until it leaves the female body.

     3. In which part of the female reproductive system do the following take place? 

    a) fertilisation 

    b) development of the foetus

    Sexual intercourse

     The male sex cells, or sperm, are produced in the testes of the male reproductive system. 

    So the sperm need to be transferred to the inside of the female body to enable one of them to fuse with the ovum. This takes place during sexual intercourse. Sexual arousal occurs when a man and a woman interact and their senses are stimulated. The pulse rate, breathing rate and blood pressure increases. The male penis fills with blood and becomes erect. 

    The external female reproductive parts become sensitive to touch and the vagina secretes mucus for lubrication during intercourse. T

    he erect penis is placed inside the vagina. In the male, the movement of the penis inside the vagina stimulates a reflex and causes ejaculation.

    This is a rhythmic muscular contraction of the male reproductive system from the testes to the penis. It results in the release of semen from the urethra. Male orgasm happens at the same time as ejaculation.

     In the female, the to and fro movement of the penis also leads to orgasm. An orgasm is the peak of sexual arousal and is a combination of pleasurable physical and emotional sensations.

    Fertilisation 

    During sexual intercourse, the male ejaculates between two and six millilitres of semen that contains about 300 million sperm. Semen is deposited inside the female vagina near the cervix. Sperm in the semen swim upwards into the oviducts. 

    If an ovum is in an oviduct, the sperm can reach it within five minutes. The ovum is surrounded by a tough outer coat that makes it difficult for the sperm to penetrate into the ovum. After a few minutes, the strongest sperm passes through the coat around the ovum and attaches to the membrane. Only the head of the sperm penetrates the ovum; the tail stays outside. The nuclei of the ovum and the sperm fuse; this is called fertilisation. The fertilisation event is called conception – a new human being has been created. The new cell that forms after fertilisation is called a zygote.


    Foetal development 

    After fertilisation, the zygote continues to divide. It divides into two cells, then four, then eight, and so on. Eventually a ball of cells is formed. After about seven days, it develops into a fluid-filled cavity surrounded by a single layer of cells. The cilia move the ball of cells down the oviduct towards the uterus. After about ten days, the ball of cells burrows into the wall of the uterus. This process is called implantation. There it continues to divide into more specialised cells and an embryo is formed. From the eighth week until birth (around 40 weeks), the developing organism is called a foetus.