| Week | Monday | Wednesday |
|---|---|---|
| 1 (March 28-April 1) | Introduction (1-5) | Conjugates, Exponential Form (5-9) |
| 2 (April 4-April 8) | Roots, Regions, Functions (10-12) | Mappings, Limits, Point at Infinity, Continuity (12-18) |
| 3 (April 11-April 15) | Derivative, Cauchy-Riemann Necessary Conditions (18-21) | Student Activity 1 (22-24) |
| 4 (April 18-April 22) | Analytic Functions, Harmonic Functions (25-27), Exponential Function (30) | Logarithmic Function, Power Function (31-36) |
| 5 (April 25-April 29) | Trigonometric Functions (37-40) | Test 1 |
| 6 (May 2-May 6) | Contour Integrals (41-45) | Student Activity (45-47) |
| 7 (May 9-May 13) | Antiderivatives, Cauchy-Goursat Theorem, Simply Connected Domains (48-50, 52) | Multiply Connected Domains, Cauchy Integral Formula and Extensions, Liouville's Theorem (53-55, 57, 58 Theorem 1) |
| 8 (May 16-May 20) | Fundamental Theorem of Algebra, Maximum Modulus Principle (58, 59), Student Activity 3 (62-64) | Student Activity 4 (65-66) |
| 9 (May 23-May 27) | Test 2 | Laurent Series (66, 68) |
| 10 (May 30-June 3) | Holiday | Residues (74-76) |
| 11 (June 6-May 10) | Test 3 | no class |