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    • ▾Calculus 3
      • ▸3-dimensional space
        • •Vector functions
        • •Cylindrical coordinates
        • •Intro to calc 3
        • •Proving a property of the cross product
        • •Proving equivalence of the dot product definitions
        • •Relating the cross product to the area of a parallelogram
      • ▸Partial derivatives
        • •General chain rule
        • •Maximizing the product of three real numbers, given their real number sum
        • •Intro to partial derivatives
        • •First order partial derivatives
        • •Directional derivatives
        • •Higher order partial derivatives
      • ▸Applications of partial derivatives
        • •Tangent planes and linear approximations
        • •Special points of multivariable functions
        • ▸Lagrange multipliers
          • •Lesson
      • ▸Multiple integrals
        • •Midpoint rule for double integrals
        • •Riemann sums for double integrals
        • •Average value of a double integral
        • •Intro to double integrals
        • •Double integrals over rectangular regions
        • •Double integrals over general regions
        • •Iterated integrals
        • •Changing the order of integration
        • •Triple integrals
      • ▾Line integrals
        • •Conservative vector fields
        • •Green's theorem
      • ▸Surface integrals
        • •Curl and divergence
     › Calculus 3 › Line integrals

    Green's theorem

    To help you index:
    • Green's theorem playlist by Michel van Biezen

    Conclude by giving your students these challenges:

    • Cuisenaire Counting by NRICH
    • Robert's Spreadsheet by NRICH
    • Peaches in General by NRICH
    • Perimeter Possibilities by NRICH
    • Two Trees

    YouTube videos

    • 80763Green's Theorem
      Professor Dave Explains
    • 80764Green's Theorem: an off center circle | MIT 18.02SC Multivariable Calculus, Fall 2010
      MIT OpenCourseWare
    • 80767Green's Theorem
      patrickJMT