
Please see the syllabus
for more information.
Homework will now be assigned on Mondays and due on the following Monday,
unless otherwise stated.
| # | Due | Section(s) | Topic | Page[Problem Numbers] | Additional Problems |
| 1 | 08-30-2006 |
1-2 4 |
Complex Numbers Geometric Properties |
4[2,3,4,5,10], 7[1,5] 11[1,4] |
  |
| 2 | 09-06-2006 |
5 6-7 |
Geometric Properties Polar Coordinates |
13[1,2,7,10] 21[1,2,5,6,7] |
  |
| 3 | 09-13-2006 |
6-7 8-10 11 |
Polar Coordinates Roots Functions of a complex variable |
21[5,10] 28[3,6,7,8],31[1,5] 35[1b,1d,2,4] |
  |
| 4 |
New due date: 09-25-2006 |
12-13 14-17 |
Mapping Limits |
42[1,3,7],Supplemental 53[1c,2a,2b,3b,5,10] |
  |
| 5 | 09-25-2006 | 18-19 | Derivatives | 59[1b,1d,3,7,8] |   |
| 6 | Monday: 10-02-2006 |
20-22 23-24 25 |
Cauchy-Riemann Analytic functions Harmonic functions |
68[1b,1d,2b,2d,3c,4a] 73[2c,4a,4c] 78[1b,1d,9] |
  |
| Exam 1 | Wednesday: 10-04-2006 | 1-27 | All material up to 10-02-2006 |
Practice Exam A Practice Exam B |
Solutions Practice A Solutions Practice B |
| 7 | Monday: 10-16-2006 |
28-30 31-32 |
Exponential and log Complex exponents |
89[3,6,8a,10],94[1b,3b,4,5] 96[1,4],99[2a,2b,3,6,9] |
  |
| 8 | Monday: 10-23-2006 |
33-35 36-37 |
Trigonometric functions Definite integrals |
103[13,17],107[1,15],110[3] 115[2a,2c,3] |
  |
| 9 | Monday: 10-30-2006 | 38-41 | Contour Integrals | 121[5],128[2,3,6,7,10],133[4] |   |
| 10 | Monday: 11-06-2006 |
42-43 44-48 |
Antiderivatives Cauchy Integral Formula |
141[2,4] 153[1a,1c,1e,1f,2b,3,4,6], 162[1b,1d,2b,4,7] |
  |
| 11 | Monday: 11-13-2006 |
49-50 51-54 55-56 |
Max. principle Power series Laurent series |
171[4,8] 181[4],188[2,3,7,8] 198[1,2,4] |
  |
| Exam 2 (solutions) | Wednesday: 11-15-2006 | 28-56 | All material up to 11-8-2006 |
Practice Exam A Practice Exam B |
Solutions Practice A Solutions Practice B |
| 12 | Monday: 11-27-2006 |
57-61 62-65 |
Manipulating power series Residues and singular points |
212[1,3,4,6],218[1,2,4] 230[1a-c,2a,2c,3a],233[1a,1c,1d,2b] |
  |
| 13 | Monday: 12-11-2006 |
66-69 71-72 73-74, 81-82 |
Residues and poles Improper integrals Fourier and Laplace integral |
238[2,3,5,6a],245[1,2b,4b,8b] 257[2,4,6] 265[2.3,5,8],296[1,4] |
  |
| Ex. Credit | Monday: 12-11-2006 | 1-82 |
Choose any 12 of the following 26 problems. |
14[14],28[5],42[6],59[4],68[1c],73[4b], 78[3],89[12],94[7],99[1b],103[11],107[14], 115[7],128[11],153[1d],162[5],188[13],198[6], 212[2],218[8],230[1e],233[2c],238[4],245[5],257[8],265[12] |
  |
| Review | Friday: 12-08-2006, 10:00am - 12:00pm | Location: JWB 208 | Come with questions! |   |   |
| Final Exam | Monday: 12-11-2006 |   | Comprehensive exam |
Practice Exam A Practice Exam B |
Solutions Practice A Solutions Practice B |