Lecture Schedule
It is highly recommended that you skim the listed sections from the text before lecture each day.
Week 1
- Monday, March 31: Partial Derivatives and Double Integrals (14.3, 15.1)
- Wednesday, April 2: Double Integrals (15.2, 15.3)
- Friday, April 4: Double Integrals (15.3)
Week 2
- Monday, April 7: Double Integrals in Polar Coordinates (15.4)
- Wednesday, April 9: Applications of Double Integrals (15.5)
- Friday, April 11: Applications of Double Integrals (15.5), Quiz #1
Week 3
- Monday, April 14: Vector Review (12.2-12.5)
- Wednesday, April 16: Line Integrals of Functions (16.2, through the top of page 1069)
- Friday, April 18: Parametrizing Surfaces (16.6)
Week 4
- Monday, April 21: Surface Area and Tangent Planes (15.6, 16.6)
- Wednesday, April 23: Surface Integrals (16.7, through page 1113)
- Friday, April 25: Change of Variables (15.9), Quiz #2
Week 5
- Monday, April 28: Triple Integrals (15.7)
- Wednesday, April 30: Cylindrical and Spherical Coordinates (15.8)
- Friday, May 2: Midterm Exam
Week 6
- Monday, May 5: Spherical Coordinates (15.8)
- Wednesday, May 7: The Chain Rule (14.5)
- Friday, May 9: Directional Derivatives and Gradients (14.6)
Week 7
- Monday, May 12: Vector Fields (16.1)
- Wednesday, May 14: Line Integrals of Vector Fields (16.2)
- Friday, May 16: Fundamental Theorem of Line Integrals (16.3), Quiz #3
Week 8
- Monday, May 19: Fundamental Theorem of Line Integrals and Green's Theorem (16.3, 16.4)
- Wednesday, May 21: Green's Theorem (16.4)
- Friday, May 23: Surface Integrals of Vector Fields (16.7)
Week 9
- Monday, May 26: No School!
- Wednesday, May 28: Curl and Divergence (16.5)
- Friday, May 30: Stokes' Theorem (16.8)
Week 10
- Monday, June 2: Stokes' Theorem (16.8) Quiz #4
- Wednesday, June 4: The Divergence Theorem (16.9)
- Friday, June 6: Review, Course Evals