My Pitt Home с х Homework 2 2181 ECE X Homework_2(1).pdf x Calculus III Surface Intex C Chegg Study | Guided Sox Secure https://courseweb.pitt.edu/bbcswebdav/pid-23860400-dt-content-rid-21797150 2/courses/2181 UPITT ECE 1259 SEC1070/Homework 2%281%29.pdf Homework_2(1).pdf 1/1 Type here to search Examine both sides of the divergence theorem for this vector field. For S choose the spherical surface r = b<a. 5. Given A =² sina, +130a + 2ra, find V. A 6. Use spherical coordinates to write the differential surface area dS, and dS2 and then integrate to find the areas of the surfaces marked 1 and 2 in the figure shown below. dS 7. Let Fe* sin(y)a, + e cos(y)a, + yz2a. Use the divergence theorem to calculate JSF ds where S is the box bounded by the planes x = 0, x = 1, y = 0, y = 1, z= 0,2 1. 8. Convert the vector Apap + a + z cos pa, to a vector in the cartesian coordinate system. " + 89% 12:39 AM 9/15/2017