Instructor:
Assignment |
Due Date |
Problems |
1 | Friday, Sept. 2 | Chapter 1: #4, 8, 12 |
2 | Friday, Sept. 16 | Chapter 1: #46, 47, 52; Chapter 2: #4(b,c) |
3 | Friday, Sept. 23 | Chapter 2: #16, 18(a,b,c) |
4 | Monday, Oct. 3 | Chapter 3: #2, 21 |
5 | Monday, Oct. 17 | Chapter 3: #20(a,b), 27, 32 |
6 | Monday, Oct. 31 | Chapter 4: #5(a,b,e), 13(a,c) |
7 | Friday, Nov. 11 | Chapter 4: # 9, 23, 34(a,d,i) |
8 | Monday, Dec. 5 | Chapter 4: #47, 49 (amended so the denominator is x^3 + x + 2, not x^3 + x + 1), 55; Chapter 5: #6, 15, 16 (For #6 in Chapter 5, you can assume that by "a suitable solution" is meant "a solution g(z) satisfying e^{g(0)} = f(0)", and by "checking that this solution does the job" is meant "checking that e^g(z) = f(z) for all z in D(0,1)".) |