Reading:

Griffiths sections 1.2.4, 1.3.4; 2 -- 2.3.2.

Problems for Review:

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1. Suppose the electric field in some region is found to be , in cylindrical coordinates. (k is constant; note that Griffiths uses the variable s for the 2-d radial variable .)
   1. Find the charge density .
   2. Find the total charge contained in a cylinder of height 2h, radius S, centered at the origin. (Do it two different ways.)
2. Griffiths example 2.3.
3. Griffiths example 2.4.
4. Griffiths example 2.5.
5. Use Gauss' law to find the electric field inside and outside a uniformly charged sphere whose radius is R and total charge is q.
6. Griffiths problem 2.21.

Problems to Solve:

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1. Griffiths problem 2.9.
2. Griffiths problem 2.13.
3. Griffiths problem 2.14.
4. Griffiths problem 2.17.
5. Griffiths problem 2.20.
6. Griffiths problem 2.22.

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