MA 26100 Summer 2023
Video Lectures and Lecture Notes
(unless otherwise noted, all videos and notes here are "recycled" from Summer 2020, Fall 2020, Spring 2021, or Summer 2021)
Please go here for videos and notes from Spring 2023
Monday, 6/12--Course Introduction:  Slides
Monday, 6/12--Lesson 1 (13.1-13.4: Review of Vectors):  Video, Notes

Tuesday, 6/13--Lesson 2 (13.5, 13.6 part 1: Lines, Planes, and Quadric Surfaces):  Video, Notes
Thursday, 6/15--Lesson 3 (13.6 part 2, 14.1 Quadric Surfaces, Vector-Valued Functions):  Video, Notes
Friday, 6/16--Lesson 4 (14.2, 14.3 part 1: Calculus of Vector-Valued Functions, Motion in Space):  Video, Notes

Monday, 6/19--Lesson 5 (14.3 part 2, 14.4, 14.5: Motion in Space, Length of Curves, Curvature):  Video, Notes
Tuesday, 6/20--Lesson 6 (15.1, 15.2: Functions of Several Variables, Limits and Continuity):  Video, Notes
Thursday, 6/22--Lesson 7 (15.3, 15.4: Partial Derivatives, Chain Rule):  Video, Notes
Friday, 6/23--Lesson 8 (15.5, 15.6: Directional Derivative and the Gradient, Tangent Plane and Linear Approximation):  Video, Notes

Monday, 6/26--Lesson 9 (15.7 both parts: Maximum and Minimum Problems):  Video, Notes
Monday, 6/26--Exam 1 Review:  Video (new video), Notes
Tuesday, 6/27--Exam 1
Thursday, 6/29--Lesson 10 (15.8: Lagrange Multipliers):  Video, Notes
Friday, 6/30--Lesson 11 (16.1: Double Integrals over Rectangular Regions):  Video, Notes

Monday, 7/3--Lesson 12 (16.2: Double Integrals over General Regions):  Video, Notes
Tuesday, 7/4--No class
Thursday, 7/6--Lesson 13 (16.3: Double Integrals in Polar Coordinates):  Video, Notes
Friday, 7/7--Lesson 14 (16.4: Triple Integrals):  Video, Notes

Monday, 7/10--Lesson 15 (16.5 both parts: Triple Integrals in Cylindrical and Spherical Coordinates):  Video, Notes
Tuesday, 7/11--Lesson 16 (16.6: Integrals in Mass Calculations, 17.1: Vector Fields):  Video, Notes
Thursday, 7/13--Lesson 17 (17.2 both parts: Line Integrals of Functions and Vector Fields):  Video, Notes
Friday, 7/14--Lesson 18 (17.3: Conservative Vector Fields and the Fundamental Theorem of Line Integrals):  Video, Notes
Friday, 7/14--Exam 2 Review:  Video, Notes

Monday, 7/17--Exam 2
Tuesday, 7/18--Lesson 19 (17.4: Green's Theorem, 17.5: Curl and Divergence):  Video, Notes
Thursday, 7/20--Lesson 20 (17.6 part 1: Surface Integrals):  Video, Notes
Friday, 7/21--Lesson 21 (17.6 part 2: Surface Integrals):  Video, Notes

Monday, 7/24--Lesson 22 (17.6 part 3: Surface Integrals):  Video, Notes

Tuesday, 7/25--Lesson 23 (17.7 part 1: Stokes' Theorem):  Video, Notes
Thursday, 7/27--Lesson 24 (17.7 part 2: Stokes' Theorem):  Video, Notes
Friday, 7/28--Lesson 25 (17.8 part 1: The Divergence Theorem):  Video, Notes

Monday, 7/31--Lesson 26 (17.8 part 2: The Divergence Theorem):  Video, Notes
Tuesday, 8/1--Final Exam Review:  Video, Notes