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If a function, f(x), is even, then will g(f(x)) always even? (Even if g(x) is even or odd). Even is such a weird word. Eeeevvvvehhnnn.
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If f(x) is even then f(x)=f(-x). We r asked to prove whether g(f(x)) is even or not then we must prove that g(f(x))=g(f(-x))
Since f(x)=f(-x) therefore g(f(x)) will always be equal to g(f(-x))
That simple?
Wouldn't it....like change if g(x) is even/odd?
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