| Week |
Sections |
Note |
| 1st(9/3-9/7) |
No class on 9/3(Mon) and 9/5(Wed)
Make-up class: 9/6(Thu), 19:00-19:50 and 20:00-20:50 (place: TBA)
10.1 Graph and level surface
10.2 Continuous function
10.3 Directional derivative
|
9/3(Mon) Beginning of the fall semester |
| 2nd(9/10-9/14) |
10.4 Differentiable function
10.5 Chain rule
10.6 Gradient vector and level surface
10.7 Continuously differentiable functions, Open sets, Closed sets, Bounded sets
|
9/14(Fri) Quiz 1(Ch. 10)
|
| 3rd(9/17-9/21) |
11.1 Leibniz’s rule
11.2 Second order derivative
11.3 Taylor expansion and approximation
|
|
| 4th(9/24-9/28) |
|
9/23(Sun)~9/26(Wed) Korean thanksgiving holidays
9/28(Fri) 1st quarter of the fall semester
|
| 5th(10/1-10/5) |
11.4 Critical point theorem
11.5 Hessian, second derivative test
|
10/3(Wed) National foundation day of Korea |
| 6th(10/8-10/12) |
11.6 Lagrange multipliers
11.7 Proof of Leibniz’s rule and Calculus of variations
|
10/12(Fri) Quiz 2(Ch. 11)
10/9(Tue) Hangul day
|
| 7th(10/15-10/19) |
12.1 Jacobian matrix
12.2 Inverse function theorem, Implicit function theorem
|
10/20(Sat) 13:00~15:00 midterm exam
10/15(Mon) SNU anniversary
|
| 8th(10/22-10/26) |
13.1 Vector field
13.2 Line integral
13.3 Potential function
|
10/26(Fri) 2nd quarter of the fall semester, Withdrawal deadline
|
| 9th(10/29-11/2) |
13.4 Differential form
13.5.1 Proof of Poincaré’s lemma
13.5.3 Dynamical systems
14.1 Area and volume
14.2 Multiple integral
|
|
| 10th(11/5-11/9) |
14.3 Fubini’s theorem
14.4 Change of variables
14.5.1 Proof of Fubini’s theorem
|
11/9(Fri) Quiz 3(Ch. 13 ~ Ch. 14)
|
| 11th(11/12-11/16) |
15.1 Vector field and divergence
15.2 Divergence theorem
15.6 Divergence and Change of volume
|
|
| 12th(11/19-11/23) |
15.3 Plane vector field and rotation
15.4 Boundary and orientation
15.5 Green’s theorem
16.1 Surface
|
11/20(Tue) 3rd quarter of the fall semester
|
| 13th(11/26-11/30) |
16.2 Surface area
16.3 Surface integral
16.4 Vector field and surface integral
|
11/30(Fri) Quiz 4(Ch. 15 ~ Sec. 16.1)
|
| 14th(12/3-12/7) |
17.1 Divergence theorem
17.2 Gauss’ law
18.1 Curl
18.2 Stokes’ theorem
|
12/8(Sat) 13:00~15:00 Final exam |
| 15th(12/10-12/14) |
|
12/14(Fri) End of the fall semester |
