5:20

Logistic Differential Equation

Patrick J

5:53

Euler's Method - Another Example #2

Patrick J

5:35

Euler's Method - Another Example #1

Patrick J

4:21

Solving a Separable Differential Equation with an Initial Condition

Patrick J

4:24

Solving a Separable Differential Equation with Initial Condition

Patrick J

2:00

Basic Differential Equation with an Initial Condition

Patrick J

1:21

Solving a Separable Differential Equation, Another Example #3

Patrick J

2:04

Solving a Separable Differential Equation, Another Example #2

Patrick J

3:40

Solving a Separable Differential Equation, Another Example #1

Patrick J

3:47

Differential Equations - Basic Idea of What It Means to be a Solution

Patrick J

3:30

First Order Linear Differential Equations / Integrating Factors - Ex 2

Patrick J

12:12

Change of Variables: Homogeneous Differential Equation (Example 4)

Patrick J

5:52

Change of Variables: Homogeneous Differential Equation (Example 3)

Patrick J

8:31

Change of Variables, Homogeneous Differential Equation (Example 2)

Patrick J

7:39

Change of Variables: Homogeneous Differential Equations (Example 1)

Patrick J

5:36

❖ The Inverse Laplace Transform - Example and Important Theorem ❖

Patrick J

1:14

Table of Laplace Transforms

Patrick J

3:36

Laplace Transform is a Linear Operator - Proof

Patrick J

4:13

The Laplace Transform - More Derivatives

Patrick J

13:09

The Laplace Transform, Basic Properties - Definitions and Derivatives

Patrick J

1:33

The Laplace Transform - The Basic Idea of How We Use It

Patrick J

5:09

The Logistic Equation and Models for Population - Example 1, part 2

Patrick J

7:04

The Logistic Equation and Models for Population - Example 1, part 1

Patrick J

12:10

The Logistic Equation and the Analytic Solution

Patrick J

11:45

Power Series Solutions of Differential Equations

Patrick J

5:49

❖ Exact Differential Equations ❖

Patrick J

5:49

❖ First Order Linear Differential Equations ❖

Patrick J

12:27

❖ Reduction of Order: Basic Example in Differential Equations ❖

Patrick J

18:18

Laplace Transform Involving Heaviside Functions

Patrick J

6:11

Heaviside Function : Formula for a Piecewise Function , Part 2

Patrick J

30:28

Differential Equation Using Laplace Transform + Heaviside Functions

Patrick J

12:58

❖ The Bernoulli Equation and Fluid Flow ❖

Patrick J

10:55

❖ Bernoulli Equation for Differential Equations , Part 2 ❖

Patrick J

10:26

❖ Bernoulli Equation for Differential Equations , Part 1 ❖

Patrick J

17:42

❖ Solving a First Order Linear Differential Equation: (1 + x)y' - xy = x + x^2 ❖

Patrick J