1) What Is a Brood Pouch? Give an Example of an Animal Which Has a Brood Pouch on Its Body.
- A brood pouch, also called the marsupium, is a bag-like structure found in marsupials.
- It is an additional fold of skin that makes a bag-like structure and allows the offspring to enter and live in it until it is mature enough.
- The marsupials are characterised by premature birth, where the offspring are not strong enough to survive. Hence, this brood pouch helps in their protection.
- The pouch is located at the lower belly of the animal. It allows the offspring to attach to the nipples of the mother’s body.
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)
2) What Is the Meaning of Vectors? Give Examples.
The organisms that help spread the disease by spreading its causal organism are called vectors.
Examples of vectors are as follows—
- Female Anopheles mosquito spreads a causal organism of malaria.
- The Aedes mosquito spreads the causal organism of dengue.
- Houseflies spread the causal organisms of typhoid, jaundice and diarrhoea.
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3) How Do Gills Help in Respiration?
The organisms that help spread the disease by spreading its causal organism are called vectors.
- Gills are present in some larval forms of amphibians and in fish.
- The gaseous exchange in gills occurs through the thin membrane that covers the gills.
- The carbon dioxide-rich blood is transferred to the gills. Carbon dioxide and oxygen get exchanged when the oxygen-rich water drains the gills.
- Carbon dioxide is released, and oxygen is absorbed.
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4) What Are the Functions of the Lateral Lines in a Fish?
- The lateral lines are present as faint lines of tiny pores from the gill covers to the base of the tail of a fish.
- It is a group of sensory organs which are sensitive to touch.
- These sensory organs help detect the movements and pressure changes in surrounding water.
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5) Name an amphibian that has gills.
The Axolotl salamanders are amphibians predominantly found in Mexico that have external gills.
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)
6) What Is the Difference Between Vertebrates and Invertebrates?
- The animals with a backbone, also called the vertebral column, are called vertebrates, such as snakes, amphibians, fishes, reptiles, birds, mammals, etc. The body of a vertebrate can be divided into two equal halves.
- The animals which do not have a backbone are called invertebrates, such as worms, insects, starfish, etc. An invertebrate's body can be divided into two equal halves or more than two equal halves.