1. Verify the three integral formulas given in class (also on page 67).
2. p. 95 # 2(b,f)
3. p. 113 # 1(c),2(b),5(b),7,18.
4. p. 124 # 5,8. Extra credit: #6. In order to receive full extra credit, you must explain which of the given steps are correct and why,
explain why the incorrect statement(s) is (are) incorrect, and show how to modify it (them) to make it (them) correct.
5. p. 131 # 2,6,7
6. p. 18 # 1(e),7(c)
7. p. 38 # 2
8. p. 55 # 1(all),2(e),8
9. p. 69 # 1(a)
10. p. 85 # 1(g),3(a),5(d),9(a)
11. p. 147 # 2,3
12. p. 168 # 2,4(a,b),7
13. p. 172 # 1,3
14. p. 209 # 3(a,b),5(a). Hint: show that the eigenvalue problem is the same as the one of problem #3.
15. p. 286 # 1(c),2(a). Hint: you must separate variables three times.
16. p. 315 # 2(a),7
17. p. 334 # 1(d),2(b)
18. p. 345 # 1(e),3(c)
19. p. 352 # 1(e)
20. p. 358 # 1(e),6
21. p. 362 # 1(b)
22. p. 371 # 2(a)
23. p. 379 # 6
24. p. 384 # 3
Additional problems dealing with later chapters will be posted later in the semester.
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