Calculus/Multivariable Calculus

Sequences and Series/Exercises Vectors <includeonly> Multivariable Calculus thumb|right|This is an example of using spherical coordinates in 3 dimensions to calculate the volume of a given shape Introduction to Multivariable Calculus Vectors Vectors 75% Curves and Surfaces in Space Curves and Surfaces in Space 75% 9 Feb 2021 Vector Functions Vector Functions 75% 11 Mar 2021 Introduction to multivariable calculus Introduction to multivariable calculus 50% Differentiation Multivariable Calculus/Limits and Continuity Limits and Continuity Limits and Continuity Multivariable Calculus/Partial Derivatives Partial Derivatives The chain rule and Clairaut's theorem The chain rule and Clairaut's theorem 50% Multivariable Calculus/Chain Rule Chain Rule Directional derivatives and the gradient vector Directional derivatives and the gradient vector Multivariate optimisation: The Lagrangian0% Calculus on matrices 50% Derivatives of multivariate functions Derivatives of Multivariate Functions 50% Inverse function theorem, implicit function theorem Inverse Function Theorem, Implicit Function Theorem (optional) 100% Integration Multiple integration Multiple integration Old: Double Integrals Change of variables Change of variables Vector calculus Vector calculus Vector Calculus 100% Vector calculus identities Vector Calculus Identities 100% Inverting vector calculus operators Inverting Vector Calculus Operators 100% Points, paths, surfaces, and volumes Points, Paths, Surfaces, and Volumes 75% Helmholtz Decomposition Theorem Helmholtz Decomposition Theorem 75% Discrete vector calculus Discrete Analog to Vector Calculus 100% Multivariable and differential calculus:Exercises Exercises<noinclude>