MIT 18.02SC: Homework Help for Multivariable Calculus

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MIT Recitation Instructors take viewers step-by-step through solving homework problems related to Multivariable Calculus.

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Course Outline

Chapter 1: MIT 18.02SC: Homework Help for Multivariable Calculus

  • Lesson 1
    Coordinate free proofs: cen…
    11:13
  • Lesson 2
    Dot products and angles | M…
    08:45
  • Lesson 3
    Components of a vector | MI…
    05:07
  • Lesson 4
    Area of a parallelogram | M…
    03:25
  • Lesson 5
    Determinants | MIT 18.02SC …
    04:44
  • Lesson 6
    Volume of a parallelepiped …
    02:57
  • Lesson 7
    Finding area using cross pr…
    05:05
  • Lesson 8
    Matrix multiplication pract…
    10:45
  • Lesson 9
    Solve a linear system using…
    18:08
  • Lesson 10
    Equations of planes | MIT 1…
    13:51
  • Lesson 11
    Distance of a point to a pl…
    08:15
  • Lesson 12
    Systems of linear equations…
    12:00
  • Lesson 13
    Parametrized lines and inte…
    08:32
  • Lesson 14
    Parametric line intersectin…
    08:05
  • Lesson 15
    Differentiating a vector va…
    14:06
  • Lesson 16
    Parametric curves: velocity…
    08:20
  • Lesson 17
    Graphing surfaces | MIT 18.…
    07:52
  • Lesson 18
    Level curves | MIT 18.02SC …
    10:26
  • Lesson 19
    Level curves and critical p…
    08:23
  • Lesson 20
    Partial derivatives | MIT 1…
    05:19
  • Lesson 21
    Tangent plane approximation…
    06:55
  • Lesson 22
    Least squares | MIT 18.02SC…
    09:04
  • Lesson 23
    Second derivative test | MI…
    08:39
  • Lesson 24
    Max/Min | MIT 18.02SC Multi…
    13:59
  • Lesson 25
    Total differentials and the…
    11:34
  • Lesson 26
    Tangent planes | MIT 18.02S…
    09:01
  • Lesson 27
    Gradient and directional de…
    13:34
  • Lesson 28
    Lagrange multipliers | MIT …
    10:17
  • Lesson 29
    Lagrange multipliers (3 var…
    13:17
  • Lesson 30
    The chain rule with constra…
    15:16
  • Lesson 31
    Gradients - composition | M…
    10:22
  • Lesson 32
    Regions of integration | MI…
    17:47
  • Lesson 33
    Changing the order of integ…
    06:04
  • Lesson 34
    Integration in polar coordi…
    17:34
  • Lesson 35
    Integrals with density | MI…
    15:36
  • Lesson 36
    Change of variables | MIT 1…
    09:17
  • Lesson 37
    Integral of exp(-x^2) | MIT…
    09:34
  • Lesson 38
    Change of variables | MIT 1…
    19:56
  • Lesson 39
    Line integrals: path depend…
    15:32
  • Lesson 40
    Line integrals: parametriza…
    12:32
  • Lesson 41
    Line integrals by geometric…
    10:34
  • Lesson 42
    Fundamental theorem of line…
    11:08
  • Lesson 43
    Non-conservative vector fie…
    10:01
  • Lesson 44
    Potentials of gradient fiel…
    11:21
  • Lesson 45
    Green's Theorem: an off cen…
    07:32
  • Lesson 46
    Green's Theorem: area under…
    08:36
  • Lesson 47
    Application of Green's theo…
    07:15
  • Lesson 48
    Flux across a curve | MIT 1…
    14:26
  • Lesson 49
    Green's Theorem in normal f…
    11:03

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