Table of integrals

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$\begin{align*} \int x^{m}dx&=\frac{1}{m+1}x^{m+1}+c,m\neq 1 \\\int \frac{dx}{x}&=In\mid x\mid +c \\\int sinxdx&=-cosx+c \\\int cosxdx&=sinx+c \\\int e^{x}dx&=e^{x}+c \\\int Inxdx&=xInx-x+c \\\int \frac{dx}{{1+x^{2}}}&=tan^{-1}x+c \\\int \frac{dx}{\sqrt{1-x^{2}}}&=sin^{-1}x+c \\\int coshxdx&=sinhx+c \\\int sinhxdx&=coshx+c \\\int tanxdx&=-In\mid cosx\mid +c \\\int cotxdx&=In\mid sinx\mid +c \\\int secxdx&=In\mid secx+tanx\mid +c \\\int sec^{2}xdx&=tanx +c \\\int csc^{2}xdx&=-cotx +c \end{align*}$

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Table of integrals