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Question: Choose the graph of an odd function.



A ) Graph A
B ) Graph B
C ) Graph C
D ) Both Graph A & Graph B

Steps to derive

1 Graph-A: As the graph is symmetric with respect to the origin, we conclude that the function f is an odd function.

2 Graph B: As the graph is not symmetric with respect to either the y - axis or the origin, we conclude that the function f is neither even nor odd function.

3 Graph C: As the graph is symmetric with respect to y - axis, we conclude that the function f is an even function.



Hence the right answer is Option A

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