Evaluate the divergence of the vector field

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Homework Statement


Evaluate the divergence of the following vector fields
(a) A= XYUx+Y^2Uy-XZUz
(b) B= ρZ^2Up+ρsin^2(phi)Uphi+2ρZsin^2(phi)Uz
(c) C= rUr+rcos^2(theta)Uphi


Homework Equations





The Attempt at a Solution


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Don't know if this post is still important to you since it's a little old, but your expression for the divergence in polar coordinates is incorrect, as there are extra factors in the formula (it's not the same as you would in Cartesian). Take another look at it.

See here https://www.physicsforums.com/showthread.php?t=257816
 
Ok thanks man yah I figured out some of that and fixed it before turning that homework in