Math 20400/[20 | 40] Analysis in Rn II
Syllabus: See Canvas.
- Regular Class: TTh [9:30-10:50 am | 11:00 am-12:20 pm] @ Ryerson Phys Lab 358
- My Office Hour: W [12:00-1:30 pm | 3:00-4:30 pm], F [9:00-10:30 am | 10:30 am-12:00 pm] @ Eckhart 318
Calendar
| Week | Monday | Tuesday | Wednesday | Thursday | Friday |
|---|---|---|---|---|---|
| 1 | 1/2 |
1/3 §4.1 Differentiation in 1 variable |
1/4 |
1/5 §4.1 Mean value theorems & Taylor theorem |
1/6 |
| 2 | 1/9 |
1/10 §4.2 Differential calculus in R^n |
1/11 HW 1 due |
1/12 §4.3 Partial derivatives |
1/13 |
| 3 | 1/16 |
1/17 §4.4 Mean value theorem in R^n |
1/18 HW 2 due |
1/19 §4.5 Taylor’s theorem in R^n |
1/20 |
| 4 | 1/23 |
1/24 Exam 1 |
1/25 |
1/26 §4.6 Hypersurfaces and tangent hyperplanes |
1/27 HW 3 due |
| 5 | 1/30 |
1/31 §4.7 Max-min problems |
2/1 |
2/2 §4.8 Lagrange multipliers |
2/3 HW 4 due |
| 6 | 2/6 |
2/7 §4.8 Lagrange multipliers (cont’d) |
2/8 |
2/9 §4.9 Implicit and Inverse function theorems |
2/10 HW 5 due |
| 7 | 2/13 |
2/14 §5.1 Riemann integral in 1D |
2/15 |
2/16 Exam 2 |
2/17 |
| 8 | 2/20 |
2/21 §5.2 Properties of Riemann integral |
2/22 HW 6 due |
2/23 §5.3 Fundamental theorem of calculus |
2/24 |
| 9 | 2/27 |
2/28 §5.4 Principle value integral |
3/1 HW 7 due |
3/2 Review session |
3/3 |
| ** | 3/6 |
3/7 |
3/8 |
3/9 |
3/10 |