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Instructions. For each question, show al work leading to an answer and simplify as much as reasonably possible. 1. Show that where u :-cos ? and the function H (u) is the Legendre polynomial of order 1. 2. The surface of a sphere of radius R carries an scalar potential kcos 30, where k is a constant. Other than a surface charge, no charge is present elsewhere (a) Find the scalar potential everywhere (b) Find the charge density ? (0) on the spheres surface.
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Answer #1

う Vm (R) 0)-in.de, o )을K 5 As an 2 @g =.A3R7,LeR9 3 5 ,5一页

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