MAT291H1 F LEC0101 20229:Calculus III
Modules
Last Export: Thu, Apr 1, 2077 11:59 PM
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MAT291 Course Description and Schedule (Read Before Sept. 8)
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Introduction to MAT291F.pdf
Motivation and breakdown of Course by Concept.pdf
MAT291CourseDescription.pdf
MAT291Schedule.pdf
Office Hour Schedule
Reading Assignments (Short Version)
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vector.pdf
1 Calculations for Computing Slope of Traversal and Motion in a 3d Problem (Short).pdf
2 The Jacobian and its Importance in Engineering Mathematics (Short).pdf
3 Triple Integrals in Rectangular Coordinates (Short).pdf
4 Introduction to the Divergence Theorem and Stoke's Theorem (Short).pdf
Solutions to Assignment 4.pdf
5 Exploiting Symmetry and Superposition in Divergence and Stoke's Theorem Problems (Short).pdf
Divergence Problem Solutions.pdf
Stoke's Problem Solutions.pdf
Class Notes
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L0103 Annotated Slides
Class 0.pdf
Class 1.pdf
Class 2.pdf
Class 3.pdf
Class 4.pdf
Class 5.pdf
Class 6.pdf
Class 7.pdf
Class 8.pdf
Class 9.pdf
Class 10.pdf
Class 11.pdf
Class 12.pdf
Class 13 (un).pdf
Class 13.pdf
Class 14 (un).pdf
Class 14.pdf
Class 15 (un).pdf
Class 15.pdf
Class 16 (un).pdf
Class 16.pdf
Class 17.pdf
Class 18 (un).pdf
Class 18.pdf
Class 19.pdf
Class 20.pdf
Class 21.pdf
Class 22.pdf
Class 23 (un).pdf
Class 23.pdf
Class 24 (un).pdf
Class 24.pdf
Class 25 (un).pdf
Class 25.pdf
Class 26.pdf
Class 27.pdf
Class 28.pdf
Class 29.pdf
Class 30.pdf
Class 31.pdf
Class 32 (un).pdf
Class 32.pdf
Class 33.pdf
Class 34.pdf
Class 35.pdf
Class Solutions
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Class 1 (s).pdf
Class 2 (s).pdf
Class 3 (s).pdf
Class 4 (s).pdf
Class 5 (s).pdf
Class 6 (s).pdf
Class 7 (s).pdf
Class 8 (s).pdf
Class 9 (s).pdf
Class 10 (s).pdf
Class 11 (s).pdf
Class 12 (s).pdf
Class 14 (s).pdf
Class 15 (s).pdf
Class 16 (s).pdf
Class 17 (s).pdf
Class 18 (s).pdf
Class 19 (s).pdf
Class 20 (s).pdf
Class 21 (s).pdf
Class 22 (s).pdf
Class 23 (s).pdf
Class 24 (s).pdf
Class 25 (s).pdf
Class 26 (s).pdf
Class 27 (s).pdf
Class 28 (s).pdf
Class 29 (s).pdf
Class 30 (s).pdf
Class 31 (s).pdf
Class 32 (s).pdf
Class 33 (s).pdf
Class 34 (s).pdf
Class 35 (s).pdf
Quiz Solutions
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Quiz 1.pdf
Quiz 2.pdf
Quiz 3.pdf
Quiz 4.pdf
Quiz 5.pdf
Quiz 6.pdf
Quiz 7.pdf
Quiz 8.pdf
Quiz 9.pdf
Quiz 10 - Spherical.pdf
Quiz 10 - Planar.pdf
Quiz 10 - Sph and Cyl.pdf
Past Quizzes
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Quiz 1 - 2021.pdf
Quiz 2 - 2021.pdf
Quiz 3 - 2021.pdf
Quiz 4 - 2021.pdf
Quiz 5 - 2021.pdf
Quiz 6 - 2021.pdf
Quiz 7 - Planar - 2021.pdf
Quiz 7 - Spherical and Cylindrical Superposition - 2021.pdf
Quiz 7 - Spherical - 2021.pdf
Final Exam
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Exam.pdf
Exam_2021.pdf
Links to Archived Video Recordings and Milestones
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Lecture Videos and Q&A (YouTube)
Tutorial Videos and Q&A (YouTube)
Lecture Videos and Q&A (My Media)
Tutorial Videos and Q&A (My Media)
Links to Lecture Recordings
Lecture Q and A Notes
Archived Lecture Notes
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Lecture 1A.pdf
Lecture 1B.pdf
Lecture 1C.pdf
Lecture 1D.pdf
Lecture 2A.pdf
Lecture 2B.pdf
Lecture 2C.pdf
Lecture 3.pdf
Lecture 4A.pdf
Lecture 4B.pdf
Lecture 5.pdf
Lecture 6A.pdf
Lecture 6B.pdf
Lecture 7A.pdf
Lecture 7B.pdf
Lecture 8A.pdf
Lecture 8B.pdf
Lecture 9.pdf
Lecture 10A.pdf
Lecture 10B.pdf
Lecture 10C.pdf
Lecture 11A.pdf
Lecture 11B.pdf
Lecture 12A.pdf
Lecture 12B.pdf
Lecture 13.pdf
Lecture 14A.pdf
Lecture 14B.pdf
Lecture 15A.pdf
Lecture 15B.pdf
Lecture 15C.pdf
Lecture 16A.pdf
Lecture 16B.pdf
Lecture 16C.pdf
Lecture 17A.pdf
Lecture 17B.pdf
Lecture 18.pdf
Lecture 19.pdf
Lecture 20.pdf
Lecture 21A.pdf
Lecture 21B.pdf
Lecture 22.pdf
Lecture 23A.pdf
Lecture 23B.pdf
Lecture 24A.pdf
Lecture 24B.pdf
Lecture 25A.pdf
Lecture 25B.pdf
Lecture 25C.pdf
Lecture 25D.pdf
Lecture 26.pdf
Lecture 27A.pdf
Lecture 27B.pdf
Lecture 28.pdf
Lecture 29.pdf
Lecture 30A.pdf
Lecture 30B.pdf
Lecture 31A.pdf
Lecture 31B.pdf
Lecture 32.pdf
Lecture 33.pdf
Review 1A.pdf
Review 1B.pdf
Review 2A.pdf
Review 2B.pdf
Archived Tutorial Notes
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Tutorial 0 - non-annotated.pdf
Tutorial 0 - annotated.pdf
Tutorial 1 - annotated.pdf
Tutorial 1 - non-annotated.pdf
Tutorial 2 - annotated.pdf
Tutorial 2 - non-annotated.pdf
Tutorial 3 - annotated.pdf
Tutorial 3 - non-annotated.pdf
Tutorial 4 - annotated.pdf
Tutorial 4 - non-annotated.pdf
Tutorial 5 - annotated.pdf
Tutorial 5 - non-annotated.pdf
Tutorial 6 - annotated.pdf
Tutorial 6 - non-annotated.pdf
Tutorial 7 - annotated.pdf
Tutorial 7 - non-annotated.pdf
Tutorial 8 - annotated.pdf
Tutorial 8 - non-annotated.pdf
Tutorial 9 - annotated.pdf
Tutorial 9 - non-annotated.pdf
Tutorial 10a - annotated.pdf
Tutorial 10a - non-annotated.pdf
Tutorial 10b - annotated.pdf
Tutorial 10b - non-annotated.pdf
Tutorial 10c - annotated.pdf
Tutorial 10c - non-annotated.pdf
Tutorial 11a - annotated.pdf
Tutorial 11a - non-annotated.pdf
Tutorial 11b - annotated.pdf
Tutorial 11b - non-annotated.pdf
Tutorial 11c - annotated.pdf
Tutorial 11c - non-annotated.pdf
Reading Assignment 0 (Full Version)
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vector.pdf
Supplementary Notes to Chapter 13.6 (Quadric Surfaces).pdf
Reading Assignment 1 (Full Version)
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1 Calculations for Computing Slope of Traversal and Motion in a 3d Problem.pdf
Appendix A General Derivation of Fictitious Forces.pdf
Reading Assignment 2 (Full Version)
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2 The Jacobian and its Importance in Engineering Mathematics.pdf
Reading Assignment 3 (Full Version)
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3 Triple Integrals in Rectangular Coordinates.pdf
Reading Assignment 4 (Full Version)
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4 Introduction to the Divergence Theorem and Stoke's Theorem.pdf
Appendix A Parameterization of a Circle.pdf
Appendix B Examples for Determining the Scalar and Vector Potential (2d).pdf
Appendix C Computing the Scalar Potential ϕ and Vector Potential A (3d).pdf
Appendix D Derivation of Time Derivatives of Integral Quantities.pdf
Solutions to Assignment 4.pdf
Reading Assignment 5 (Full Version)
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5 Exploiting Symmetry and Superposition in Divergence and Stoke's Theorem Problems.pdf
Divergence Problem Solutions.pdf
Stoke's Problem Solutions.pdf
Appendix A Symmetry.pdf
Appendix B Helmholtz's Decomposition Theorem.pdf
Appendix C Dirac Delta Function.pdf
Appendix D Helical-Solenoid Structures.pdf
Appendix E Extension to Method of Images.pdf
greens theorem and complex analysis.pdf
Relationship between Vector Calculus and Kirchoff's Current and Voltage Law.pdf