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MATH50004 - Multivariable Calculus

University: Imperial College London

Course Customised for: MATH50004

Course taught by: Amos Bahiri

48h

14 Downloadable Resources

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Course syllabus

1. Multivariable differential - part 1
Workbook
2h 0m
Partial Derivative preview
2. Multivariable differential - part 2
Workbook
3h 15m
Chain Rule preview
3. Multivariable differential - part 3
Workbook
1h 15m
Directional Derivatives preview
4. Multivariable Integration and application - part 1
Workbook
4h 27m
Double Integrals, Polar Coordinates preview
5. Multivariable Integration and application - part 2
Workbook
2h 10m
Double Integrals, Jacobian preview
6. Multivariable Integration and application - part 3
Workbook
3h 53m
Double Integrals, Applications preview
7. Multivariable Integration and application - part 4
Workbook
5h 50m
General Calculations with Triple Integrals preview
Triple Integrals, Cylindrical and Spherical preview
Triple Integrals, Jacobian preview
8. Fields
Workbook
2h 24m
Exercises - Conservative Vector Fields preview
9. Line and Surface Integrals - part 1
Workbook
6h 16m
Exercises preview
Vector Fields preview
Line Integrals preview
The Gradient Theorem preview
Vector Analysis preview
10. Line and Surface Integrals - part 2
Workbook
5h 50m
General Calculations with Surface Integrals preview
11. Green`s Theorem
Workbook
2h 43m
Green's Theorem preview
12. Divergence Theorem
Workbook
3h 16m
Exercises - Divergence Theorem preview
13. Stokes Theorem
Workbook
2h 5m
Stokes Theorem preview
14. The Laplace Transform
Workbook
2h 33m
Introduction and Overview preview
The Laplace Transform preview
The Inverse Laplace Transform preview
Mr. Amos Bahiri
About

Amos Bahiri earned his undergraduate degree in Mathematics, and then went on to earn two Master’s Degrees (MS) in Mathematics and Computer & Information Science from Ohio State University. In addition to being an outstanding instructor of mathematics, Amos is known for his math jokes.