Integrals & Trig Identities

Integrals & trig Identities to memorize

∫*kdx*

*kx+c*

\[1/(n+1)\]xⁿ⁺¹+c

∫*xⁿdx*

∫(1/x)dx

*ln|x|+c*

∫*eⁿdn*

*eⁿ+c*

∫*cos(x)dx*

*sin(x)+c*

∫*sin(x)dx*

*-cos(x)+c*

∫*sec²(x)dx*

*tan(x)+c*

∫*sec(x)tan(x)dx*

*sec(x)+c*

∫*csc(x)cot(x)dx*

*-csc(x)+c*

∫*csc²(x)*

*-cot(x)+c*

∫*tan(x)dx*

*ln|sec(u)|+c*

∫*sec(x)dx*

*ln|sec(u)+tan(u)|+c*

∫*[1/(a²+x²)]dx*

*(1/a)tan⁻¹(x/a)+c*

∫*[1/(√a²-x²)]dx*

*sin⁻¹(x/a)+c*

*sin(x)/cos(x)*

*tan(x)*

*cos(x)/sin(x)*

*cot(x)*

*1/csc(x)*

*sin(x)*

*1/sec(x)*

*cos(x)*

*1/cot(x)*

*tan(x)*

*1/sin(x)*

*csc(x)*

*1/cos(x)*

*sec(x)*

*1/tan(x)*

*cot(x)*

*sin²(x)+cos²(x)*

1

*sec²(x)-tan²(x)*

1

*csc²(x)-cot²(x)*

1