Exponential is Strictly Increasing/Proof 2
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For all $x \in \R$:
|\(\ds D_x \exp x\)||\(=\)||\(\ds \exp x\)||Derivative of Exponential Function|
|\(\ds \)||\(>\)||\(\ds 0\)||Exponential of Real Number is Strictly Positive|
Hence the result, from Derivative of Monotone Function.