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===== Homework for Static Fields =====

  - (GaussLaw) \textit{This problem is a straightforward follow-up to the Gauss's Law activity.  Part (b) can be included as an introduction to the concept and usefulness of theta functions.}{{page>homework:ph320422questions:gausslaw}}
    - {{page>homework:ph320422questions:gausslawa}}
    - {{page>homework:ph320422questions:gausslawb}}
    - {{page>homework:ph320422questions:gausslawc}}
    - {{page>homework:ph320422questions:gausslawd}}
  - (GaussLawLimit) \textit{Take the limit in the previous problem so that the cylindrical shell becomes infinitely thin.  The results of this problem can be used as a nice introduction to electrostatic boundary conditions.  (See Unit [[..:#unitboundary_conditions|Boundary Conditions]]).  Part (b) can be used as an introduction to the concept and usefulness of delta functions.}{{page>homework:ph320422questions:gausslawlimit}}
    - {{page>homework:ph320422questions:gausslawlimita}}
    - {{page>homework:ph320422questions:gausslawlimitb}}
    - {{page>homework:ph320422questions:gausslawlimitc}}
    - {{page>homework:ph320422questions:gausslawlimitd}}
    - {{page>homework:ph320422questions:gausslawlimite}}
  - (GaussLawLimitChallenge--Challenge)   \textit{In this challenging problem you take the limit of previous problem as the shell shrinks to a point source.  This problem should probably be reserved for advanced students.}{{page>homework:ph320422questions:gausslawlimitchallenge}}
    - {{page>homework:ph320422questions:gausslawlimitchallengea}}
    - {{page>homework:ph320422questions:gausslawlimitchallengeb}}
    - {{page>homework:ph320422questions:gausslawlimitchallengec}}
  - (Symmetry) {{page>homework:ph320422questions:symmetry}}
    - {{page>homework:ph320422questions:symmetrya}}
    - {{page>homework:ph320422questions:symmetryb}}
    - {{page>homework:ph320422questions:symmetryc}}
    - {{page>homework:ph320422questions:symmetryd}}

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