Professor Watts

Methodology 10.1 2x2 linear constant coefficient ODE system

Professor Watts

Differential Equations - Module 10 Overview (Systems of ODEs)

Professor Watts

Methodology Using Laplace Transforms to solve ODEs with piecewise forcing functions.

Professor Watts

Differential Equations -Module 9 Overview (Laplace Transforms)

Professor Watts

Differential Equations - Module 8 Overview (Series Solutions)

Professor Watts

Methodology 7.1 - Method of Undetermined Coefficients (basic)

Professor Watts

Differential Equations - Module 7 Overview

Professor Watts

Differential Equations - Module 6 Overview (Second Order ODEs part 1)

Professor Watts

Differential Equations - Module 5 (Numerical Methods)

Professor Watts

Differential Equations - Module 4 (Exact DEs and Integrating Factors)

Professor Watts

Differential Equations - Module 3 (Separable and Bernoulli ODEs)

Professor Watts

Differential Equations Module 2 (Linear First Order ODEs)

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Introduction to Differential Equations

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Methodology 1.1 Parameterizing a Line

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The Divergence Theorem

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Stoke's Theorem

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Vector Surface Integrals

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Scalar Surface Integrals

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Green's Theorem

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Finding a Potential Function for a Vector Field

Professor Watts

Vector Line Integrals

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Scalar Line Integrals

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Finding the formula for a Vector Field

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Change of Variables in Double Integrals

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Center of Mass and Moments

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Triple Integrals in Cylindrical and Spherical Coordinates

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Triple Integrals

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Double Integrals using Polar Coordinates

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Double Integrals over General Regions

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Double Integrals over Rectangular Regions

Professor Watts