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Let f ( x ) = x - e x . Then f ' ( x ) 0 for all x in ( - ,

Let $f (x) = x - e^{x} .$ Then $f^{'} (x) 0$ for all $x$ in $(-, e^{2}) (-, e) (0,) (-,) (-, 0)$

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Question

Let f ( x ) = x - e x . Then f ' ( x ) 0 for all x in ( - ,

Let f(x)=x-ex. Then f'(x)0 for all x in (-,e2)(-,e)(0,)(-,)(-,0)

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Let $f (x) = x - e^{x} .$ Then $f^{'} (x) 0$ for all $x$ in $(-, e^{2}) (-, e) (0,) (-,) (-, 0)$