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Problem 3.3 Find the general solution to Laplace's equation in spherical coordi- nates, for the case where V depends only on r. Do the same for cylindrical coordi- nates, assuming V depends only on s.

Problem 3.3 Find the general solution to Laplace's equation in spherical coordi- nates, for the case where V depends only on r. Do the same for cylindrical coordi- nates, assuming V depends only on s.

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Problem 3.3 Find the general solution to Laplace's equation in spherical coordi- nates, for the case where V depends only on r. Do the same for cylindrical coordi- nates, assuming V depends only on s.
Transcribed Image Text:Problem 3.3 Find the general solution to Laplace's equation in spherical coordi- nates, for the case where V depends only on r. Do the same for cylindrical coordi- nates, assuming V depends only on s.
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This is a great solution and makes alot of sense but im having trouble figuring out how the 1/r^2 d/dr cancel out in the problem. Was wondering if you could show me more in depth of how you got these answers. Thank you 

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