Module 3: Double and Triple Integrals (Chapter 15) (3 points) Writing Prompt: (typed, 100-200 words) When doing a triple integral, in what situations would you change to cylindrical or spherical coordinates? When do you want to evaluate in cartesian? Give an example of each of the three cases. (6 points) Math Prompt: (include a PDF or image) Set up a triple integral to calculate the volume of a \"the orange slice\" between y = cos(x) z = y and z = 0 using four (of the six) different orders of integration. See https:Ilwww.geogebra.orgl3dlgtgcww4i