Course curriculum

    1. Lesson 1 - Introduction

    1. Lesson 2 - Coordinate Systems and Vectors

    2. Lesson 3 - Planes, Lines, and Vectors

    3. Lesson 4 - Calculus for Vector Functions

    4. Lesson 5 - Kinematics

    5. Lesson 6 - Kinematics (Continued)

    6. Lesson 7 - Sage

    1. Lesson 8 - Multivariable Functions

    2. Lesson 9 - Partial Differentiation

    3. Lesson 10 - Neural Networks

    4. Lesson 11 - Directional Derivatives and the Gradient

    5. Lesson 12 - Implicit Functions

    6. Lesson 13 - Linear Approximations, Differentials, and Taylor Series

    7. Lesson 14 - Extreme Values

    8. Lesson 15 - Optimization

    9. Lesson 16 - Iterated Integrals

    10. Lesson 17 - Change of Variables for Double Integrals

    11. Lesson 18 - Triple Integrals

    12. Test 1

    1. Lesson 19 - Vector Fields

    2. Lesson 20 - Conservative Vector Fields

    3. Lesson 21 - Line Integrals

    4. Lesson 22 - Surface Integrals

    5. Lesson 23 - Flux

    6. Lesson 24 - Divergence, Gradient, and Curl

    7. Lesson 25 - Divergence Theorem, Green's Theorem, and Stokes's Theorem

    8. Test 2

About this course

  • £150.00
  • 27 lessons
  • 17 hours of video content