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# Polar Coordinates; Laplace's Equation; Boundary Conditions

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I need some clues on figuring out these questions. Please see attachment for complete problems (regarding the below: "..." indicates an equation to be found in the attachment. Thanks!)

(a) Using polar coordinates, find all the separated solutions of Laplace's equation satisfying the attached boundary conditions in the "wedge domain" ...

(b) Use these seperated solutions to find a series solution of Laplace's equation in the given wedge domain subject to the boundary conditions ...

(c) Using polar coordinates, find all the separated solutions of Laplace's equation satisfying the following boundary conditions in the "wedge domain" ...

(d) Use these seperated solutions to find a series solution of Laplace's equation in the given wedge domain subject to the boundary conditions ...

https://brainmass.com/math/calculus-and-analysis/polar-coordinates-laplaces-equation-boundary-conditions-37232

#### Solution Preview

First off let me introduce you to a web site for Laplace's equation in Polar coordinates and then we can address the specifics of your problem: ...

#### Solution Summary

The expert examines polar coordinates, Laplace's equations and boundary conditions.

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