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Syllabus

Homework assignments:
Note that late HW is not accepted!

Monthly HW assignments: HW1 (due 2/12), HW2 (due 3/23), HW3 (due 4/23).

Practice exams: practice1, practice2, practice3.

Weekly HW assignments (not collected):
Wk 1 (ends Fr 1/12): 8.2 (6,8,18,25,32,36).

Wk 2 (ends Fr 1/19): 8.3 (6,14,20,22), 8.5(4,6).

Wk 3 (ends Fr 1/26): 8.6 (7,8,13,14,15,19,25,32), 8.7 (5,11,12,13,15,16).

Wk 4 (ends Fr 2/2): 8.8 (11,25,37,39).

Wk 5 (ends Fr 2/9): 11.2: verify results on p 666/667 for equations (18) and (19); 17, 23, 33.

Wk 6 (ends Fr 2/16): No HW.

Wk 7 (ends Fr 2/23): 11.3: 7, 8, 12,14, 17, 18 (only part a for last two).

Wk 8 (ends Fr 3/2): 11.4: 3,5, 7,8,14,15,21,23.

Wk 9 (ends Fr 3/9): 11.5: 5, 11, 9.4: 18,19, 23,29.

Wk 10 (ends Fr 3/16): Spring Break, no classes.

Wk 11 (ends Fr 3/23): 9.5: 1,5,13,17,19, 9.6: 6,13.

Wk 12 (ends Fr 3/30): 9.8:6,11,25.

Wk 13 (ends Fr 4/6): 12.2:1,3,5,21, Show that if a planar linear system has a nonzero equilibrium point, then it has infinitely many equilibria. What can you say about the eigenvalues of the system matrix in this case?

Wk 14 (ends Fr 4/13): 12.3:2,3,8,12, 12.5: 3,4.

Wk 15 (ends Fr 4/20): 12.5: 6,7,9,15, 12.6: 13, 15, 18, 19.

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