Question

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

Answer 1

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

Explanation:

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)`