What is the derivative of $e^(x/4)$ ?

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Answer 1 · 2015-08-14T06:37:18

$dy/dx$ = $(1/4)e^(x/4)$

Understand
$e^((some expression))$ is to be differentiated as

(Differentiation of some expression). $e^((some expression))$

Differentiation of $x/4$ = $1/4$

Hence -

$dy/dx$ = $(1/4)e^(x/4)$

What is the derivative of e^(x/4)e^(x/4)?