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0:17:23

3.3: Modeling Systems of Differential Equations - More Examples

0:14:08

3.3 Modeling with Systems of Differential Equations - Examples

0:14:30

Financial Mathematics: 4.2: Bond Examples

0:11:15

Financial Mathematics 4.2: Bond Terminology

0:09:23

Financial Mathematics: 4.2 - Bond Review

0:18:15

8.3: Non-Homogeneous Linear Systems - Example

0:13:34

8.2: Solving Homogeneous Linear Systems of Complex Eigenvalues - Example

0:07:08

8.2: Solving Homogeneous Linear Systems with Double Roots - Example

0:08:45

8.2: Solving Homogeneous Linear Systems - Example

0:08:53

8.1: Solutions of Systems of Linear Differential Equations - Example

0:17:11

7.5: Solving DEs with Impulse Forcing using Laplace Transform - Example

0:14:40

7.3: Solving DEs with Discontinuous Forcing using Laplace - Example

0:08:12

7.3: Solving 2nd Order DEs with Laplace and Translation Theorem - Example

0:13:10

7.2: Solving Differential Equations with Laplace Transform - Example

0:03:53

7.1: Laplace Transform Definition - Example

0:20:34

5.1: Harmonic Oscillators with Sinusoidal Forcing

0:12:54

5.1: Homogeneous Harmonic Oscillators

0:25:22

Section 6.1: Force of Interest

0:11:13

5.1: Understanding Modeling Spring-Mass-Damper Second Order Differential Equations - Example

0:08:14

4.4: Understanding How to Solve Non-homogeneous Linear Differential Equations - Example

0:03:48

4.3: Understanding How to Solve Linear Homogeneous Differential Equations - Example

0:06:41

4.1 Understanding Non-homogeneous Linear Differential Equations - Example

0:07:40

3.2: Understanding Non-linear Models - Example

0:09:23

3.3: Understanding Modeling with Systems of Differential Equations - Example