1) What Is Ovoviviparity? Explain With an Example.
- The term ovoviviparity describes a type of reproductive adaptation where the female lays the eggs. These eggs are then nurtured inside the body of a male or female parent till the offspring matures.
- This is different from the condition where the eggs once laid are nurtured outside the body.
- In sea horses, the embryos develop inside the male body after the eggs are laid by the female.
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2) What Are the Functions of an Eggshell?
- The eggshell is the outermost covering of an egg, made of calcium.
- It protects the embryo growing inside from infection and physical injury.
- It is a calcareous membrane that is porous in nature and facilitates gaseous exchange as well.It is a calcareous membrane that is porous in nature and facilitates gaseous exchange as well.
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)
3) Why Do Hens Sit on Their Eggs?
- Hens sit on their eggs to provide the heat required for the growth of embryos inside the eggs.
- They do this until the eggs hatch. This process is called incubation.
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)