1. The problem statement, all variables and given/known data Given that: Write an equivalent integral in spherical coordinates. 2. Relevant equations (Triple integral in spherical coordinates.) (Conversions from rectangular to spherical coordinates.) (What spherical coordinates entail) 3. The attempt at a solution The region is going to be the region of the lower part of a sphere with radius a moved up a units on the z-axis that lies in the -x and -y plane. The limits of integration for theta should be 0 to pi/2. Need assistance with limits for phi and rho.