Calculus at University of Kansas
Calculus at University of Kansas
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MATH 127 Calculus III Fall 2023 Day 20 End of Section 15.3
Triple Integral of Non-Simple Regions:
GeoGebra: www.geogebra.org/m/uj8c8sva
GeoGebra: www.geogebra.org/m/czabhq5p
and motivation for change of variables (Transformations):
Geogebra: www.geogebra.org/m/xrmrwbbt
zhlédnutí: 43

Video

MATH 127 Calculus III Fall 2023 Day 35 End of Section 16.3 and Beginning of 17.1
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The Vortex example and the equivalence of potential function to physics. Then Section 17.1: Green's Theorem
17 3 Example 3 Divergence Theorem Change of Surface
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Divergence Theorem Change of Surface
17 3 Example 2
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17 3 Example 2
17 3 Divergence Theorem, Part Two, The Example with Non constant Divergence
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17 3 Divergence Theorem, Part Two, The Example with Non constant Divergence
17 3 Divergence Theorem, Part One, The Theorem and Examples of Constant Divergence
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17 3 Divergence Theorem, Part One, The Theorem and Examples of Constant Divergence
Section 17 2, Example 3
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Stokes Theorem example, swapping the surface of integration.
17 2 Stokes' Theorem, Part Two, Verification Example
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17 2 Stokes' Theorem, Part Two, Verification Example
MATH 127 Calculus III Fall 2023 Day 41 Section 16.5 and 17.2
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Vector Surface Integral and Stokes Theorem
MATH 127 Calculus III Fall 2023 Day 38 Section 16.4 Parametrized Surfaces
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Surface parametrization and surface integral.
16 3 Conservative Vector Fields, Part Three, Path Independent Theorems and Irrotational Fields
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16 3 Conservative Vector Fields, Part Three, Path Independent Theorems and Irrotational Fields
16 3 Conservative Vector Fields, Part Two, Path Independence Introduction
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16 3 Conservative Vector Fields, Part Two, Path Independence Introduction
16 3 Conservative Vector Fields, Part One, Fundamental Theorem
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16 3 Conservative Vector Fields, Part One, Fundamental Theorem
MATH 127 Calculus III Fall 2023 Day 31 Section 16.1
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MATH 127 Calculus III Fall 2023 Day 31 Section 16.1
MATH 127 Calculus III Fall 2023 Day 32 Sections 16.1 and 16.2
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MATH 127 Calculus III Fall 2023 Day 32 Sections 16.1 and 16.2
16 1 Introduction
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16 1 Introduction
16 1 Vector Fields, Scalar Potentials
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16 1 Vector Fields, Scalar Potentials
15 6 Change of Variables, Examples, Part 7 Three Variable
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15 6 Change of Variables, Examples, Part 7 Three Variable
15 6 Change of Variables, Examples, Part 6, Jacobian
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15 6 Change of Variables, Examples, Part 6, Jacobian
15 6 Change of Variables, Examples, Part 5, Revisiting Motivational Example
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15 6 Change of Variables, Examples, Part 5, Revisiting Motivational Example
15 6 Change of Variables, Examples, Part 4, An Example when the Transformation is Given Simplifying
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15 6 Change of Variables, Examples, Part 4, An Example when the Transformation is Given Simplifying
15 5 All
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15 5 All
15 4 Integration in Polar, Cylindrical, and Spherical Coordinates, Part Three, Spherical Coordinate
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15 4 Integration in Polar, Cylindrical, and Spherical Coordinates, Part Three, Spherical Coordinate
15 4 Integration in Polar, Cylindrical, and Spherical Coordinates, Part Two, Cylindrical Coordinate
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15 4 Integration in Polar, Cylindrical, and Spherical Coordinates, Part Two, Cylindrical Coordinate
15 4 Integration in Polar, Cylindrical, and Spherical Coordinates, Part One, Polar Coordinates
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15 4 Integration in Polar, Cylindrical, and Spherical Coordinates, Part One, Polar Coordinates
15 3 Triple Integrals, Non Simple Solid, Part Two
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15 3 Triple Integrals, Non Simple Solid, Part Two
15 3 Triple Integrals, Simple Solids, Part Two
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15 3 Triple Integrals, Simple Solids, Part Two
Orange Slice 15 3 Triple Integrals, Non Simple Solids, Part One
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Orange Slice 15 3 Triple Integrals, Non Simple Solids, Part One