MA 26100 Spring 2023
Video Lectures and Lecture Notes (links will be activated when available)
Monday, 1/9--Course Introduction:  Slides
Monday, 1/9--Lesson 1 (13.1-13.4: Review of Vectors)Video, Notes
Wednesday, 1/11--
Lesson 2 (13.5: Lines and Planes in Space):  Video, Notes
Friday, 1/13--Lesson 3 (13.6: Quadric Surfaces, part 1):  Video, Notes

Monday, 1/16--No class (MLK Day)
Wednesday, 1/18--Lesson 4 (13.6: Quadric Surfaces, part 2):  Video, Notes
Friday, 1/20--Lesson 5 (14.1: Vector-Valued Functions):  Video, Notes

Monday, 1/23--
Lesson 6 (14.2, 14.3 part 1: Calculus of Vectored-Valued Functions, Motion in Space):  Video, Notes
Wednesday, 1/25--Lesson 7 (14.3 part 2: Motion in Space):  Video, Notes
Friday, 1/27--Lesson 8 (14.4: Length of Curves and 14.5: Curvature):  Video, Notes

Monday, 1/30--Lesson 9 (15.1: Functions of Several Variables):  Video, Notes
Wednesday, 2/1--Lesson 10 (15.2: Limits and Continuity):  Video, Notes
Friday, 2/3--Lesson 11 (15.3: Partial Derivatives):  Video, Notes

Monday, 2/6--Lesson 12 (15.4: The Chain Rule):  Video, Notes
Wednesday, 2/8--Lesson 13 (15.5: Directional Derivative and the Gradient):  Video, Notes
Friday, 2/10--Lesson 14 (15.6: Tangent Plane and Linear Approximation):  Video, Notes

Monday, 2/13--Exam 1 Review:  Video, Notes
Wednesday, 2/15--Lesson 15 (15.7 part 1: Maximum and Minimum Problems ):  Video, Notes (optional:  more on the second derivative test)
Friday, 2/17--Lesson 16 (15.7 part 2: Maximum and Minimum Problems ):  Video, Notes

Monday, 2/20--Lesson 17 (15.8: Lagrange Multipliers):  Video, Notes
Wednesday, 2/22--Lesson 18 (16.1: Double Integrals over Rectangular Regions):  Video, Notes
Friday, 2/24--Lesson 19 (16.2: Double Integrals over General Regions):  Video, Notes

Monday, 2/27--Lesson 20 (16.3: Double Integrals in Polar Coordinates):  Video, Notes
Wednesday, 3/1--Lesson 21 (16.4: Triple Integrals):  Video, Notes
Friday, 3/3--Lesson 22 (16.5: Cylindrical Coordinates):  Video, Notes

Monday, 3/6--Lesson 23 (16.5: Spherical Coordinates):  Video, Notes
Wednesday, 3/8--Lesson 24 (16.6: Integrals in Mass Calculations):  Video, Notes
Friday, 3/10--No class (compensation for evening exam 1)

Monday, 3/20--
Lesson 25 (17.1: Vector Fields):  Video, Notes
Wednesday, 3/22--Exam 2 Review:  Video, Notes
Friday, 3/24--Lesson 26 (17.2 part 1: Line Integrals of Functions):  Video, Notes

Monday, 3/27--Lesson 27 (17.2 part 2: Line Integrals of Vector Fields):  Video, Notes
Wednesday, 3/29--Lesson 28 (17.3: Conservative Vector Fields and the Fundamental Theorem of Line Integrals):  Video, Notes (3D potential function example)
Friday, 3/31--Lesson 29 (17.4: Green's Theorem):  Video, Notes

Monday, 4/3--Lesson 30 (17.5: Curl and Divergence):  Video, Notes
Wednesday, 4/5--Lesson 31 (17.6 part 1: Surface Integrals):  Video, Notes
Friday, 4/7--Lesson 32 (17.6 part 2: Surface Integrals):  Video, Notes

Monday, 4/10--Lesson 33 (17.6 part 3: Surface Integrals):  Video, Notes
Wednesday, 4/12--Lesson 34 (17.7 part 1: Stokes' Theorem):  Video, Notes
Friday, 4/14--Lesson 35 (17.7 part 2: Stokes' Theorem):  Video, Notes

Monday, 4/17--Lesson 36 (17.8 part 1: Divergence Theorem):  Video, Notes
Wednesday, 4/19--Lesson 37 (17.8 part 2: Divergence Theorem):  Video, Notes
Friday, 4/21--No class (compensation for evening exam 2)

Monday, 4/24--Final Exam Review, part 1:  Video, Notes
Wednesday, 4/26--Final Exam Review, part 2:  Video, Notes
Friday, 4/28--Final Exam Review, part 3:  Video, Notes