prove that 0 is even function and odd
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Explanation:
We could also think even and odd functions as the following to get f(x)=0 is a function that is both odd and even and go for some different functions: ... Even functions have graphs that are symmetric with respect to y-axis. So, graph of f(x)=0 satisfies both conditions, therefore it is both odd and even.
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0
Answer:
We could also think even and odd functions as the following to get f(x)=0 is a function that is both odd and even and go for some different functions: ... Even functions have graphs that are symmetric with respect to y-axis. So, graph of f(x)=0 satisfies both conditions, therefore it is both odd and even.
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