Calculus 3 (multivariable calculus), part 2 of 2
Towards and through the vector fields, part 2 of 2: Integrals and vector calculus
4.82 (151 reviews)
3,269
students
44.5 hours
content
Oct 2024
last update
$74.99
regular price
What you will learn
How to solve problems in multivariable calculus and vector calculus (illustrated with more than 150 solved problems) and why these methods work.
7 types of integrals: double, double improper, and triple integrals; line integrals and surface integrals of functions and of vector fields.
Direct and inverse substitutions for multiple integrals with many examples; Fubini's theorem for various types of domains.
Conservative vector fields and their potentials; fundamental theorem for conservative vector fields.
Green's, Stokes' and Gauss' theorems.
Gradient, curl and divergence.
Surfaces as graphs of functions of two variables and parametric surfaces; normal vectors and orientation of surfaces; boundary of a surface.
Five methods of computing line integrals of vector fields and four methods of computing surface integrals of vector fields (flux integrals).
Screenshots
Related Topics
3893282
udemy ID
3/5/2021
course created date
3/21/2021
course indexed date
Bot
course submited by