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Calculus in 3D Section 4.5: Green's theorem in the plane.

Calculus in 3D Section 4.4: Polar coordinates and double integrals

Calculus in 3D Section 4.3: double integrals

Calculus in 3D Section 4.2 : Line integrals of the second kind

Calculus in 3D Section 4.1 Line integrals of the first kind

Calculus in 3D Section 3.2 : Divergence and Curl

Calculus in 3D Section 3.4: Potential and solenoidal vector fields

Calculus in 3D Section 3.3: Vector identities (involving nabla/del operator)

Section 2.5: Gradient and Directional Derivative (Part 2/2) Example

Section 2.7 part a: Taylor's expansion for a function of one variable

Section 2.8: Stationary Points

Section 2.7 part b: Taylor's expansion for a function of two variables, with an example

Section 2.6: Higher-order partial derivatives

Section 2.2: Limits and continuity

Section 2.1 Multi-variable functions: Basic Ideas

Section 2.4: Total Differential and chain rule

Section 2.5: Gradient and Directional Derivative (Part 1/2) Definitions

Section 2.3: Intro to Partial Differentiation

Calculus in 3D Section 3.1: Vector functions - basic ideas

MTH1021; Calculus in 3D Welcome and introduction

Calculus in 3D Section 1: curves in 3D, SHORT RECAP

Calculus in 3D Section 1.3 video 2/4: Tangent vector

Calculus in 3D Section 1.3 video 3/4: Normal vector and curvature

Calculus in 3D Section 1.2 video 1/2 Element of length and arclength