1/(sin^m x . cos^n x)
if m+n even, then divide by cos^(m+n)x
1/sin(x-a)sin(x-b)
multiply divide by sin(b-a)
when power 2 for sin / cos in denominator
divide by cos/sin square
in form x^2 + a/ x^4 + x^2 = c
divide by x^2
in questions where numerator is sinx +- cosx
let t = integral of numerator
L/Q, LrootQ, L/rootQ
L = A dQ + B
by parts
∫ u * v dx = u ∫ v − ∫[du ∫v]
∫e^(g(x)) [f(x) g’(x) + f’(x)]
e^(g(x)) f(x)