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Step-by-step explanation:
I had to take help from my brother for the solution as I'm not very good with solid geometry. Hope you got it and thanks for sharing questions like this. It helps me to learn more.
An odd function is a function of a form where n is an odd number.
Some examples would be functions:
.
A formal definition of odd function is the following.
(Algebraic proof).
Let (real function).
The function is odd if the below equation is true for all x and -x for which the function is defined:
.
Hope this helps.