Calculus 3 Camp

Topics explored in this course includes vector and vector functions in 2D and 3D, multivariable differential calculus, and double integrals in both the Cartesian and Polar coordinate planes.

9 topics

121 lectures

Educators

Camp Curriculum

Week 1 - Vectors
6 videos
Week 1 - The Dot Product
5 videos
Week 2 - The Cross Product
5 videos
Week 2 - Lines and Planes in Space
5 videos
Week 3 - Vector Valued Functions
16 videos
Week 4 - Multivariate Functions
21 videos
Week 5 - Multivariable Optimization
16 videos
Week 6 - Multiple Integrals
21 videos
Week 7 & 8 - Vector Fields
26 videos

Lectures

03:20
Week 5 - Multivariable Optimization

Multivariable Optimization - Intro

Matt Just
29:31
Week 5 - Multivariable Optimization

The Gradient Vector and Tangent Planes - Overview

Matt Just
04:58
Week 5 - Multivariable Optimization

The Gradient Vector and Tangent Planes - Example 1

Matt Just
04:59
Week 5 - Multivariable Optimization

The Gradient Vector and Tangent Planes - Example 2

Matt Just
03:29
Week 5 - Multivariable Optimization

The Gradient Vector and Tangent Planes - Example 3

Matt Just
05:42
Week 5 - Multivariable Optimization

The Gradient Vector and Tangent Planes - Example 4

Matt Just
33:18
Week 5 - Multivariable Optimization

Extrema of Functions - Overview

Matt Just
01:38
Week 5 - Multivariable Optimization

Extrema of Functions - Example 1

Matt Just
06:52
Week 5 - Multivariable Optimization

Extrema of Functions - Example 2

Matt Just
09:20
Week 5 - Multivariable Optimization

Extrema of Functions - Example 3

Matt Just
06:47
Week 5 - Multivariable Optimization

Extrema of Functions - Example 4

Matt Just
07:55
Week 5 - Multivariable Optimization

Lagrange Multipliers - Overview

Matt Just
04:57
Week 5 - Multivariable Optimization

Lagrange Multipliers - Example 1

Matt Just
06:55
Week 5 - Multivariable Optimization

Lagrange Multipliers - Example 2

Matt Just
04:59
Week 5 - Multivariable Optimization

Lagrange Multipliers - Example 3

Matt Just
08:13
Week 5 - Multivariable Optimization

Lagrange Multipliers - Example 4

Matt Just