Discussion corner
1. Look up the meaning of the following words; backbone, notochord, exoskeleton and endoskeleton from reference materials provided.
2. Write the meaning of the words in your notebook.
3. Share your findings with classmates.
4. Did you all get the meanings right? I have discovered that …. The term ‘chordata’ comes from theord chorda which means chord. Organisms in this phylum, at one time in their life have a chord-like structure called notochord. The facts We differ from other organisms because we have a backbone that enables us to stand upright. The main characteristics of organisms in phylum Chordata are:
1. Presence of a chord like structure called notochord. The notochord supports the body in lower
chordates while in higher chordates (vertebrates) it is present only during embronic stages. It is replaced by a vertebral column.
2. Presence of a vertebral column which forms part of an internal skeleton. Vertebral column is a bony structure made up of vertebrae. It protects the spinal cord.
3. Presence of a nervous system with a brain which is connected to a hollow nerve tube or a single tubular nerve cord. The nerve tube runs along the back and forms a brain anteriorly.
4. Bilateral symmetry: this means that the body can be divided along one plane into two equal halves that are roughly mirror images of each other.
Look at these pictures below. Can you state all the similarities and differences among the organisms.
All the animals in the picture belong to phylum chordata. Based on this, what can you say about phylum chordata? Organisms in the phylum Chordata can further be subdivided into 5 different
classes. These are:
• Pisces (fishes)
• Amphibia
• Reptilia
• Aves (birds)
• Mammalia
Class Pisces
Latin word ‘Piscis’ which means fish. Therefore, the class pisces is made up of the fish family. The class consists of all type of fish such as:
• Tilapia • Nile perch
• Cod fish • Shark
• Ray fish • Mud fish
Activity 1.2: To examine external features of fish
Requirements
• Tilapia or any other type of fish (freshly killed)
• Hand lenses
• White tiles
• Gloves
• A pair of forceps
Procedure
1. Using the hand lens, observe the body surface of the fish and note the arrangement of the scales.
2. Put on the glove on one hand and place the hand on the anterior part; slowly move your hand over the body surface of the fish towards the tail region. How do you feel?
3. Using a pair of forceps, gently lift the flap-like structure (operculum) covering the gill chamber to expose the gills.
4. Note the shape of the body of the fish.
Study questions
Discuss the following questions in your groups then present to the rest of the class.
(a) State the observable external features which all fish possess.
(b) Draw the arrangement of scales on fish.
(c) Draw the structure of a gill.
(d) What is the function of the gills bserved in the gill chamber?
The facts
Main characteristics of animals in class Pisces
1. All fishes are aquatic. They live in places such as seas, lakes, oceans, rivers and dams.
2. The skin of the fish is covered with scales which overlap backwards.
3. Fish have gills which are used for gaseous exchange. The gills are located in a space called gill cavity on the side of the head. The number of gills in a fish ranges from 4 - 7 pairs.
4. Fish have fins that aid in movement. The fins on the sides of the body are usually found in pairs, for example, the pelvic and pectoral fins. The dorsal, ventral and tail fins are usually unpaired.
5. Fish are poikilothermic: Their body temperature is dependent on environmental temperature because they cannot regulate their own body temperature.
6. Fish exhibit external fertilisation where eggs are first laid by the female then the male sheds sperms over them.
7. Fish have a lateral line on their body for sensitivity.
8. Fish have a single circulatory system with a two chambered heart.
![](data:image/png;base64,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)
Note: Fish use gills for gaseous exchange except lung fish that lives in oxygen deficient swamps and use lungs for breathing.
Adaptation of fish to aquatic environment How does fish survive in water?
Research Activity
1. Using reference materials such as textbooks and the internet, research on the adaptive features
of a fish. Use the following questions as a guideline.
a) What kind of body symmetry does fish have?
b) Describe how the following structures enable fish to live in water:
i) Body shape
ii) Arrangement of scales
iii) Fins
iv) Gills
v) Scales
2. Compare your finding to the ones below.
The facts
The following features enable fish to survive in water.
1. Gills Fish use gills to breathe under water. Most fish have to swim constantly. This enables water to pass through the gills to allow for gaseous exchange.
2. Streamlined body The body shape of a fish is well suited to its particular habitat. Most fish have
a streamlined body to allow water to easily pass over them, reducing friction (resistance) as they swim.
3. Fins and tails
Fins and tails allow fish to move through water. The tail propels the fish while fins guide their movement in water by controlling their direction and balance.
4. Lateral lines
The lateral line allows fish to detect vibrations in water, alerting them of predators.
5. Huge number of eggs
A single fish can lay more than a million eggs, which can all be fertilised. However, a lot of eggs are eaten by predators while others are washed away by water currents. A large number of eggs ensures that at least some will survive to maturity.
Class Amphibia
The word amphibia comes from the word ‘amphi’ which means ‘dual’ or ‘two’. This class of chordates can live both on land and in water. Most adult amphibians live on land. However, they go back to the
water to breed. Examples are:
Activity 1.3: To examine external features of amphibians
Requirements
• Preserved specimen of toads and frogs or freshly killed.
• Photos and illustration of newts and salamanders. Procedure
1. Examine the external features of the specimen provided. Note the following:
(a) The nature of the skin.
(b) Presence or absence of scales.
(c) Number of legs.
2. Draw a labelled diagram of a toad, a newt and a frog. Caution: Do not touch the warty skin of toads. It contains glands which produce poison. Study questions
a) What is the difference between a toad and a frog?
b) Do these amphibians have scales on their skins?
c) How many legs do these amphibians have?
d) Share your findings with the rest of the class.
The facts
Main characteristics of animals in class Amphibia
1. They have mucus glands under the skin to keep it moist.
2. The skin has no scales unlike that of fish and reptiles. (Reptiles will be,discussed later in this unit).
3. Adult amphibians use the lungs, moist skin and mouth cavity for gaseous exchange. However, their
young ones use external gills for gaseous exchange while in water.
4. The adult female amphibians always lay their eggs in water.
5. They exhibit external fertilisation.
6. They have two pairs of limbs.
Class Reptilia
The term ‘Reptilia’ comes from a latin word, ‘Reptilis’ which means ‘crawl’. The animals in this class move by creeping or crawling. Unlike amphibians, reptiles do not breed in water because they lay
eggs with leathery shells; hence cannot dry out. Examples of reptilia are; snakes, turtles, tortoises, crocodiles and lizards
Activity 1.4: To examine external features of reptiles
Requirements
• Live specimens of non-poisonous reptiles such as lizards
• Preserved specimens
• Photos and pictures
• Films and videos on lives of reptiles
Procedure
1. Observe the specimens, photos and illustrations provided carefully.
2. Do the following:
(a) Note the nature of the skin.
(b) Note the presence and number of limbs.
(c) Count the number of limbs and the terminating digits.
Caution: Do not attempt to catch live animals like snakes or even go close to them because they are
poisonous and dangerous. Study questions
a) How are the scales attached onto the skin?
b) Is the skin of reptiles moist or is it dry?
c) Compare the scales of reptiles to those of fish.
d) Which reptile does not have legs?
e) How many legs do the other reptiles have?
f) What is the habitat of each of the reptiles studied?
The facts
Main characteristics of animals in Class Reptilia
1. They have a dry scaly skin. Some like the tortoise have scales which have hardened to form a shell.
2. They are mostly terrestrial with a few being partially aquatic.
3. They undergo internal fertilisation, where the male introduces sperms into the female body. The eggs laid thereafter are covered with a shell.
4. Most of them have two pairs of legs except the snake.
Class Aves (birds)
The term ‘aves’ comes from a Latin word ‘Avis’ which means bird. Animals in this class consist of birds such as the humming bird, ostrich, fowl, sparrow, hawk, eagle, sea gull, parrot, crow and ibis.
Look at the following pictures. Have you ever see them?Activity 1.5: To examine external features of birds
Requirements
• Photos and illustrations of different kinds of birds.
• Live specimen of caged or domestic birds.
Procedure
1. Examine the birds, photographs and illustrations carefully.
2. Note the following:
(a) The nature of the skin
covering on their body.
(b) The skin on their legs.
(c) Number of limbs.
(d) Adaptation of the limbs to their function.
(e) The nature of the feathers.
3. Draw and label different parts of the bird.
Main characteristics of Class Aves
1. Their bodies are covered with feathers.
2. Their legs are covered with scales.
3. Their front limbs are modified to form wings. The hind legs are used for walking, running, swimming mamong other uses.
4. They have hollow bones that make them light for flight.
5. They have toothless jaws covered by a horny beak or bill.
6. They lay eggs with a hard shell madeof calcium.
7. They carry out internal fertilisation.
Adaptations of birds to their environment
Discussion corner
1. Using text books and the internet find out the adaptive features of birds.
2. Answer these questions:
a) Why do birds have wings?
b) What is the importance of birds having a streamedlined body?
c) Why do birds have hollow bones?
d) Why do birds have beaks?
1. The forelimbs of birds are modified to form wings for flight. The sternum of pectoral girdle is expanded for attachment of flight muscles.
2. Flight birds are light in weight. Their bones are air-filled and therefore have low density to enable ease of flight.
3. Birds lay eggs with hard calcareous shells to avoid drying out.
4. The beaks of birds are modified for different modes of feeding, for example:
• Seed eaters – like sparrows have short thick conical bills for cracking seeds.
• Flesh eating birds – like hawks have sharp curved beaks for tearing meat.
• Nectar eating birds – like humming birds have long slender beaks to probe the flowers.
• Insect eaters – like bee-eater have thin pointed beaks.
• Filter feeders – have serrated beaks to filter food from muddy water. An example is the duck and flamingoes.
• Water plant eaters – like ducks have flat beaks to strain small plants and animals the water.
Activity 1.6: To Identify the mode of feeding of the birds whose beaks are shown below.
Use a table like the one given below.
Table 1.1: Birds and their mode of feeding
5. Birds have different types of feet to them to their different environments. These include:
• Feet for grasping – like those of a kingfisher. They are large and curved to grasp a prey tightly.
• Feet for scratching – like those of chickens. They have nail-like toes to scratch the soil for food.
• Swimming birds – like ducks have webbed feet used like paddles.
• Perching feet – like that of a robin. They have long back toes to grab and perch tightly on a tree branch or bark.
• Feet for running – like those of ostrich. They have three toes to enable stability when running.
Activity 1.7: Identify the adaption of the bird's feet shown below. Use a table like the one given below.
Table 1.2: Birds and their feet adaptation
2. Draw the expected type of feet to match the type of beak in birds.
Use a table like the one given below.
Table 1.3: Matching birds beaks to feet
Class Mammalia
The term Mammalia is derived from the Latin word ‘mammalis’ which means ‘mammal’ or ‘mamma’ which means milk secreting organ of female mammals. Most mammals are terrestrial except a few like dolphins and whales which are aquatic.
• Name some organisms in this class.
Activity 1.8: To examine theexternal features of mammals
Requirements
• Live specimen of animals in class Mammalia in the school compound such as rabbits or rats.
• Photos of aquatic mammals.
• Illustrations and videos of other members of class Mammalia.
Procedure
1. Examine the animals of class Mammalia found in your school compound or in the school
surroundings.
2. Recall a goat or a cow in your home or at your neighbour.
3. Note the following:
• Presence of mammary glands.
• Presence of hair or fur on the skin.
• The nature of the ears.
4. Locate a mammal with young one(s). For instance a rabbit with its litter.
• What is the behaviour of the mother towards its young ones?Study questions
(a) What is the importance of mammary glands in a mammal?
(b) What is the covering on the skin of mammals?
(c) Describe the ears of mammals.
![](data:image/png;base64,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)
Main characteristics of animals in Class Mammalia
1. They have mammary glands. They suckle and take care of their young ones.
2. Their bodies are covered with fur, hair or wool.
3. They give birth to young ones except the duck-billed platypus and spiny ant-eater which lay eggs.
4. They have external ears. These arethe only class of chordates that have the external ears.
5. They exhibit internal fertilisation.
6. They are Homeothermic. Their body temperatures do not depend on the environment. It ismaintained constantly.
7. They have differentiated teeth (i.e incisors, canines, pre-molars and molars) each with different function. They are therefore referred to as heterodonts. Others with uniform teeth differing only in size are homodonts.