Recent content by gzAbc123

  1. G

    Integration of odd power of cotangent multiplied by odd power of cosecant

    But isn't that question for tangent and secant? Is it basically the same set of steps for cotangent or cosecant? Or is there a few steps that would needed to be added?
  2. G

    Integration of odd power of cotangent multiplied by odd power of cosecant

    It says pages 343-344 are not part of this book review... what the?
  3. G

    Integration of odd power of cotangent multiplied by odd power of cosecant

    Thanks for the link :). The only problem is not the Steven and Todd rule don't seem to apply for cosecant AND cotangent used in the same equation. Is it there somewhere?
  4. G

    Integration of odd power of cotangent multiplied by odd power of cosecant

    Hey, No my book only mentions how to solve this for two even-powered; and one odd and one even. It doesn't even give any hints about how to integrate when there are two odd-powered cosecant and cotangent functions being multiplied. Do you have any other suggestions?
  5. G

    Integration of odd power of cotangent multiplied by odd power of cosecant

    Homework Statement Describe the strategy you would use to (integrate: cot^m x)(csc^n x)dx, if m and n are odd. Homework 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...
  6. G

    Finding invertible complex function

    Hi there, This is my first time posting on this site. I'm doing Calculus 2 and am stuck on finding whether or not the following functions are invertible in the given intervals and explaining why. (a) sechx on [0,infinity) --> I solved (a) but (b) and (c) is where I'm stuck. (b)...