1. The problem statement, all variables and given/known data Describe the strategy you would use to (integrate: cot^m x)(csc^n x)dx, if m and n are odd. 2. Relevant equations I know the integral of cosecant is ln |sec x + tan x| + C I also know the integral of cotangent is ln |sinx| + C But I have no clue how this would apply to odd powers and multiplying them together. 3. The attempt at a solution I know how to multiply odd powers of sine and cosine, but for cosecant and cotangent, I have no clue where to get started. The question isn't asking me to actually integrate, but just to describe how I would integrate. Does this integration parallel the corresponding rules for odd powers and multiplication of tanx and secx? Help, please.