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APEX Calculus - Differential Equations

Sean Fitzpatrick via YouTube

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Details

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Provider

YouTube
Pricing

Free Video
Languages

English
Effort

2 hours 30 minutes
Sessions

Self-Paced
Level

Intermediate

Found in

This course introduces ordinary differential equations, covering solution and verification methods, separable and linear equations, and initial value problems. It applies these methods to models of falling objects, exponential growth, cooling, disease spread, and rate-in/rate-out systems.

Syllabus

Differential Equations: Basics - 01. Introduction.
Differential Equations: Basics - 02. Solving an equation.
Differential Equations: Basics - 03. Solving a second order equation.
Differential Equations: Basics - 04. Verifying solutions.
Differential Equations: Basics - 05. Verifying an implicit solution.
Differential Equations: Separable - 01. Intro.
Differential Equations: Separable - 02. Example 1.
Differential Equations: Separable - 03. Example with IVP.
Differential Equations: Separable - 04. Example - Implicit solution.
Differential Equations: Separable - 05. Example -Logistic equation.
Differential Equations: Linear - 01. Intro.
Differential Equations: Linear - 02. General Solution.
Differential Equations: Linear - 03. Example 1.
Differential Equations: Linear - 04. Example 2.
Differential Equations: Linear - 05. Example 3 - IVP.
Differential Equations: Modelling - 00. Falling Objects.
Differential Equations: Modelling - 01. Exponential Growth.
Differential Equations: Modelling - 02. Newton's Law of Cooling.
Differential Equations: Modelling - 03. Disease Spread.
Differential Equations: Modelling - 04. Disease Spread 2.
Differential Equations: Modelling - 05. Rate In, Rate Out - Intro.
Differential Equations: Modelling - 06. Rate In, Rate Out - Example 1.
Differential Equations: Modelling - 07. Rate In, Rate Out - Example 2.