Week  Date  Topics 

1  9/2/2020 
10.1: Coordinates 10.2: Vectors 
2  9/7/2020  Labor Day. No classes 
9/9/2020 
10.3: Dot product 

3  9/14/2020 
10.3: Orthogonal projection 10.4: Cross product 
9/16/2020 
10.5: Equations of lines and planes 

4  9/21/2020 
10.6: Cylinders and quadric surfaces 
9/23/2020 
10.7: Parameterized curves 10.9: Velocity, speed, acceleration 10.8: Arclength 

5  9/28/2020 
10.9: Position, velocity, acceleration 11.1: Functions of several variables 
9/30/2020 
11.2: Continuity 

6  10/5/2020 
11.3: Partial derivatives 11.4: Tangent planes, linear approximations, differentials 
10/7/2020 
11.5: Chain rule 11.6: Directional derivatives and the gradient vector 

7  10/12/2020  11.7: Maximum and minimum values 
10/14/2020  11.7: Maximum and minimum values  
8  10/19/2020  Midterm 1: 10.111.6 
10/21/2020 
11.7: Maximum and minimum values 11.8: Lagrange multipliers 

9  10/26/2020 
12.112.2: Double integrals 12.5: Triple integrals 
10/28/2020 
12.112.2: Double integrals 12.5: Triple integrals 12.3: Polar coordinates 

10  11/2/2020 
12.3: Polar coordinates 12.6: Cylindrical coordinates 12.7: Spherical coordinates 
11/4/2020 
13.1: Vector fields 13.2: Line integrals 

11  11/9/2020 
13.2: Line integrals 13.3: Fundamental theorem of line integrals 
11/11/2020  Review for Midterm 2  
12  11/16/2020  Midterm 2: 11.712.7 
11/18/2020 
13.3: Fundamental theorem of line integrals 13.4: Green's theorem 

13  11/23/2020 
13.4: Green's theorem 13.6: Parametric surfaces 
11/25/2020 
13.6: Parametric surfaces 13.7: Flux integrals 

14  11/30/2020 
13.7: Flux integrals 13.5 Curl 13.8 Stokes' Theorem 
12/2/2020 
13.5: Divergence 13.9: Divergence Theorem 

15  12/7/2020 
13.4: Green's theorem 13.8: Stokes' Theorem 13.9: Divergence Theorem 
12/9/2020  Review for final  
12/17/2020, 1011:50am  Final exam: Everything 