- Due Friday, October 2
Chapter 1 - 6, 13, 16, 33, 34
- Reading: Finish Chapter 1, and begin chapter 2
Due Monday, October 12
Problems: Choose one of the following
- Work out the form of the divergence in spherical coordinates - start with the definition (flux per volume) as we did for cylindrical coordinates.
- Work out the form of the curl in cylindrical coordinates - start with the definition (circulation per area) and follow the scheme alluded to in class.
Textbook problems:
Chapter 2 - 4,5,6,10 (find the flux through EACH face of the cube),14,16
- Reading - finish Chapter 2
due Tuesday, October 20
Chapter 2 - 22, 33, 35, 36, 39, 40
First Exam - Wednesday, October 21 - Chapters 1 & 2
- Reading - Chapter 3
due Tuesday, November 3
Chapter 3 - 8, 9, 12, 15 and
Chapter 2-32a,b and compare with your answer to 33 (done last week)
- Reading - finish Chapter 3 and begin Chapter 4
In the privacy of your notebook, complete the Legendre Polynomial exercises handed out in class
Problems due Friday, November 13
Chapter 3 - 18, 31, 38
Chapter 4 - 1, 4, 10
and the problem handed out in class
- Exam II - Monday, November 23 - Chapters 3 & 4 (skip 4.4.3-3)
Some problems to look at before the exam:
Chapter 3: 26,28,40
Chapter 4: 18,19,21
- Reading - Chapter 5, including the examples
Problems to look at before the final
Chapter 5: 6, 13, 15, 16, 23, 25 (done in class), 35, 46
Class
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