| Hwrk# | Due |
Problems |
Solution |
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January 19 |
p. 5, 1 to 15; p. 14 1,2,5,6,10,11; p.15, 18,22,24,25,26,28,29; p. 46, 8,12,13,16,18,22 | |
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January 26 |
p. 22, 2,6,7,10(use JODE); p. 54,
1-6, 8, 12,18,20; pp. 65-66, 2,4,6,8,9,10,13,15 |
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February 2 |
p. 46, 36; pp. 98-101,
9,14,23,24; p. 167,
5-12,14,16; Handout, 43,44 |
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February 9 |
p. 177, 3,4,7,8,21,22; p. 186,
1-8,
10,11,14,18,23,24,25,27-30 |
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February 18 |
p. 192, 2-6, 17,20,21,31-34; p. 197, 1,2,3,5,11,14 | |
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February 23 |
p. 219, 2,4,8,11,12;
p. 227,
2,4,8 |
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| 7 |
March 2 |
p. 227, 6; p. 325,
15,16,19,20,24; p. 331, 1,2,14-18,31 |
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|
8 |
March 16 |
p. 341, 1,2; Handout (do the second order
equations; the third order one is for fun) |
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March 23 |
p. 359, 3,4,8,10 (do not use
the Lalace transform table for these), 14,16 (use the Table 7.1 (p.
358) and the linearity); p. 365, 1,3,6,21 (use the 5 first
formulae of table 7.1 and the Theorem 3 (p. 360)), Extra Problem |
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March 30 |
p. 365, 9,10,25; p. 374, 2,4,5,10,20,22; p. 383, 8,10,16,18 (read the question correctly on 16,18, you just need to solve for Y(s)); p. 395, 6,8, Extra Problem | |
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April 6 |
p. 395, 12,14,30; p.
439,2,4,6,10,12,30; p. 449, 4,6,8, Extra Problem |
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April 13 | p. 449, 12,19,26; p. 456, 2,4,8,16 | |
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April 20 |
p. 460,1,6; p. 472, 4,6,8; Extra Problem | |
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April 27 |
p. 530, 1,4,10,24;p. 541,
12,14,20,34; p. 549, 2,14; Extra problem: take the second equation of
the extra problem of Hwrk13 and find the recurrence relation and the
first 4 nonzero terms of the series solutions around x=0. |
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