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# Jordan Math

### Integrals and Derivative formula's

Derivative of Sinx Cosx
Derivative of Tanx (secx)^2
Derivative of Secx SecxTanx
Derivative of Cosx -Sinx
Derivative of Cotx -(Cscx)^2
Derivative of Cscx -(CscxCotx)
Integral of A^u (1/ln(A))A^u
Integral of Tanu -ln|cosu|
Integral of Cotu ln|sinu|
Integral of Secu ln|Secu+Tanu|
Integral of Cscu -ln|Cscu+Cotu|
Integral of (1/sqr[A^2-u^2]) Arcsin (u/a)
Integral of (1/[A^2+u^2]) (1/A)Arctan(u/A)
Integral of (1/[u*sqr[u^2-A^2]]) (1/A)Arcsec(|u|/A)
When doing the integral X^(n)e^(ax) what should your dv and u be? u=X^(n) dv=e^(ax)
When doing the integral X^(n)Sin(ax) what should your dv and u be? u=X^(n) dv=Sin(ax)
When doing the integral X^(n)Cos(ax) what should your dv and u be? u=X^(n) dv=Cos(ax)
When doing the integral X^(n)ln(x) what should your dv and u be? dv=X^(n) u=ln(x)
When doing the integral X^(n)arcsin(ax) what should your dv and u be? dv=X^(n) u=arcsin(ax)
When doing the integral X^(n)arctan(ax) what should your dv and u be? dv=X^(n) u=arctan(ax)
When doing the integral e^(ax)Sin(bx) what should your dv and u be? u=Sin(bx) dv=e^(ax)
Derivative of Arcsin(u) (u'/sqr[1-u^2])
Derivative of Arccos(u) (-u'/sqr[1-u^2])
Derivative of Arctan(u) (u'/1+u^2)
Derivative of Arcsec(u) (u'/|u|sqr[u^2-1])
Created by: pigfat