Consider the following three functions:
Which of them is a) An even function, b) AN odd function and c) neither an even or odd function?
1) Even. (−x)2=x2(-x)^2=x^2(−x)2=x2
2) Odd. (−x)cos(−x)=−xcosx(-x)cos(-x)=-xcosx(−x)cos(−x)=−xcosx
3) Neither. e−x≠ex, e−x≠−exe^{-x}\ne e^x,\;e^{-x}\ne -e^xe−x=ex,e−x=−ex
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