EE 1; Homework 2: DUE APRIL 24THThursday 5 PM (THERE WILL BE A COLLECTION BOX IN FRONT OF MY OFFICE ENGR. IV RM# 66-127D) 1) For the vector field ˆˆ103rErezz−=−, verify the divergence theorem for the cylindrical region enclosed by r = 2, z = 0, and z = 4. 2) The gradient of a scalar function T is given by -3ˆzTze∇=If T =10 at z = 0, find T(z).3) Find the divergence of unit vectors in the three co-ordinate systems. (Cartesian, Cylindrical and Spherical) Find the curl of unit vectors in the three co-ordinate systems. (Cartesian, Cylindrical and Spherical)
This is the end of the preview.
access the rest of the document.
Vector field, unit vectors, neat sketch, Co-ordinate Systems