Integral of $e^{x}$

The calculator will find the integral/antiderivative of

e^{x}

, with steps shown.

Find $\int e^{x}\, dx$ .

The integral of the exponential function is $\int{e^{x} d x} = e^{x}$ :

${\color{red}{\int{e^{x} d x}}} = {\color{red}{e^{x}}}$

Therefore,

$\int{e^{x} d x} = e^{x}$

Add the constant of integration:

$\int{e^{x} d x} = e^{x}+C$

$\int e^{x}\, dx = e^{x} + C$ A

Integral of exe^{x}ex