1. |
Numerical sequences and series |
Read through the textbook p.180-p.186 before class. Solve exercises after class. |
190minutes |
2. |
Series ans series expansion of functions |
Read through the textbook p.186-p.191, p.193-p.197 before class. Solve exercises after class. |
190minutes |
3. |
Indeterminate forms, and basic properties of functions of two variables (limits) |
Read through the textbook p.200-p.205, p.219-p.222 before class. Solve exercises after class. |
190minutes |
4. |
Basic properties of functions of two variables (continuity), and (Higher-order) Partial derivative |
Read through the textbook p.222-p.229 before class. Solve exercises after class. |
190minutes |
5. |
Total derivative and extremum |
Read through the textbook p.229-p.231, p.243-p.248 before class. Solve exercises after class. |
190minutes |
6. |
Composite of two functions and its (partial) derivatives |
Read through the textbook p.233-p.237 before class. Solve exercises after class. |
190minutes |
7. |
Midterm examination and its explanation |
Preparation of midterm examination. |
190minutes |
8. |
Quadrature by parts |
Read through the textbook p.212-p.214 before class. Solve exercises after class. |
190minutes |
9. |
Improper integrals |
Read through the textbook p.164-p.168 before class. Solve exercises after class. |
190minutes |
10. |
Areas and volumes |
Read through the textbook p.170-p.177 before class. Solve exercises after class. |
190minutes |
11. |
Iterated integrals |
Read through the textbook p.253-p.258 before class. Solve exercises after class. |
190minutes |
12. |
Exchange of the order of integration |
Read through the textbook p.259-p.260 before class. Solve exercises after class. |
190minutes |
13. |
Definition of double integral and its calculation using polar coordinates |
Read through the textbook p.260-p.264 before class. Solve exercises after class. |
190minutes |
14. |
Final examination and their explanations |
Preparation of final examination. |
190minutes |
Total. |
- |
- |
2660minutes |