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Course

Subject:	Mathematics
Topic:	Multivariable Calculus
Views:	110,079

Educator

Name:	University of California, Berkeley (UC Berkeley)
Type:	University

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Instructor

Name

Michael Hutchings

Multivariable Calculus, with Michael Hutchings

Video Lectures

Displaying all 40 video lectures.

Lecture 1 Play Video	Areas and Lengths in Polar Coordinates
Lecture 2 Play Video	Vectors, Dot Product
Lecture 3 Play Video	Cross Product, Determinant
Lecture 4 Play Video	Lines and Planes
Lecture 5 Play Video	Cylinders and Quadric Surfaces
Lecture 6 Play Video	Vector-Valued Functions and Space Curves
Lecture 7 Play Video	Functions of Several Variables
Lecture 8 Play Video	Limits and Continuity
Lecture 9 Play Video	Partial Derivatives
Lecture 10 Play Video	Tangent Planes and Linear Approximations
Lecture 11 Play Video	The Chain Rule
Lecture 12 Play Video	Directional Derivatives and the Gradient Vector
Lecture 13 Play Video	Maxima and Minima
Lecture 14 Play Video	More Maxima and Minima; Lagrange Multipliers
Lecture 15 Play Video	Midterm Review
Lecture 16 Play Video	More Lagrange Multipliers
Lecture 17 Play Video	Double Integrals Over Rectangles
Lecture 18 Play Video	Double Integrals over General Regions
Lecture 19 Play Video	Double Integrals in Polar Coordinates
Lecture 20 Play Video	Applications of Double Integrals
Lecture 21 Play Video	Triple Integrals
Lecture 22 Play Video	Triple Integrals in Cylindrical Coordinates
Lecture 23 Play Video	Triple Integrals in Spherical Coordinates
Lecture 24 Play Video	Change of Variables, Jacobians
Lecture 25 Play Video	More change of variables and Jacobians
Lecture 26 Play Video	Vector Fields
Lecture 27 Play Video	Line Integrals
Lecture 28 Play Video	Green's Theorem I
Lecture 29 Play Video	Green's Theorem II
Lecture 30 Play Video	Curl and Divergence
Lecture 31 Play Video	Parametric Surfaces
Lecture 32 Play Video	More Parametric Surfaces; Surface Integrals (Part I)
Lecture 33 Play Video	More Parametric Surfaces; Surface Integrals (Part II)
Lecture 34 Play Video	More Parametric Surfaces; Surface Integrals (Part III)
Lecture 35 Play Video	Stokes' Theorem I
Lecture 36 Play Video	Stokes' Theorem II
Lecture 37 Play Video	Divergence Theorem I
Lecture 38 Play Video	Divergence Theorem II
Lecture 39 Play Video	Review I
Lecture 40 Play Video	Review II