| 1. Separable Variables 1.mp4 | 60 MB | ||
| 1. Separable Variables 1.srt | 10.2 KB | ||
| 1. What is Differential Equation.mp4 | 8.7 MB | ||
| 1. What is Differential Equation.srt | 921.6 B | ||
| 1.1 Exercise 3 Sep.Var.pdf | 116.8 KB | ||
| 10. Exact Differential Equations Example 2.mp4 | 38.6 MB | ||
| 10. Exact Differential Equations Example 2.srt | 5.1 KB | ||
| 11. Exact Differential Equations Example 3 & 4.mp4 | 86.5 MB | ||
| 11. Exact Differential Equations Example 3 & 4.srt | 11.6 KB | ||
| 12. Integrating Factors (Rule-1).mp4 | 182.8 MB | ||
| 12. Integrating Factors (Rule-1).srt | 12.1 KB | ||
| 13. Integrating Factor(Rule-2).mp4 | 216.5 MB | ||
| 13. Integrating Factor(Rule-2).srt | 16.7 KB | ||
| 2. Examples of Differential Equations.mp4 | 35.2 MB | ||
| 2. Examples of Differential Equations.srt | 3.1 KB | ||
| 2. Separable Variables 2.mp4 | 68.7 MB | ||
| 2. Separable Variables 2.srt | 10.9 KB | ||
| 2.1 Exercise 3 Sep.Var.pdf | 116.8 KB | ||
| 3. Initial Value problem (Separable Variables).mp4 | 18.4 MB | ||
| 3. Initial Value problem (Separable Variables).srt | 3.9 KB | ||
| 3. Order of a Differential Equation.mp4 | 40.3 MB | ||
| 3. Order of a Differential Equation.srt | 4.5 KB | ||
| 4. Degree of a Differential Equation.mp4 | 52.8 MB | ||
| 4. Degree of a Differential Equation.srt | 5.9 KB | ||
| 4. Reducible to Separable Variable 1.mp4 | 70.5 MB | ||
| 4. Reducible to Separable Variable 1.srt | 7.8 KB | ||
| 4.1 Exercise 1 ( Degree and Solution).pdf | 334.5 KB | ||
| 5. Reducible to Separable Variable 2.mp4 | 80.4 MB | ||
| 5. Reducible to Separable Variable 2.srt | 7.8 KB | ||
| 5. Solution of Differential Equations.mp4 | 39.5 MB | ||
| 5. Solution of Differential Equations.srt | 5.7 KB | ||
| 5.1 Exercise 1 ( Degree and Solution).pdf | 334.5 KB | ||
| 6. Homogeneous Function.mp4 | 38.6 MB | ||
| 6. Homogeneous Function.srt | 6.3 KB | ||
| 6. Types of Solutions.mp4 | 55.6 MB | ||
| 6. Types of Solutions.srt | 6.1 KB | ||
| 7. Formation of Differential Equations.mp4 | 42.2 MB | ||
| 7. Formation of Differential Equations.srt | 4.8 KB | ||
| 7. Homogeneous Differential Equations (Examples1&2).mp4 | 79.2 MB | ||
| 7. Homogeneous Differential Equations (Examples1&2).srt | 12.4 KB | ||
| 7.1 Exercise 2( Formation of Diff. Equations).pdf | 311.6 KB | ||
| 8. Exact Differential Equations Definition.mp4 | 43.8 MB | ||
| 8. Exact Differential Equations Definition.srt | 5.6 KB | ||
| 8.1 Exact Equation Exercise 5.pdf | 121.2 KB | ||
| 9. Exact Differential Equations Example 1.mp4 | 47.2 MB | ||
| 9. Exact Differential Equations Example 1.srt | 6.2 KB | ||
| Bonus Resources.txt | 409.6 B | ||
| Get Bonus Downloads Here.url | 204.8 B | ||
| ▲ 48 total files | |||
Udemy - First Order Differential Equations
https://CourseBoat.com
Last updated 08/2022
Duration: 2h 48m | Video: .MP4, 1280x720 30 fps | Audio: AAC, 48 kHz, 2ch | Size: 1.27 GB
Genre: eLearning | Language: English
Differential Equations, Types of Differential Equation , Order , Degree, Formation of Differential Equation
What you'll learn
students will learn what is differential Equation , how they recognize the equation and what is the degree and order of the differential equation
and what kind of a solution a differential equation have...How to form a differential equation
if a function is given how can you make a differential equation from it...
There are so many applications of this subject in different field of science i.e. Engineering, medical science, social science etc.
Requirements
Calculus-I
Description
Introduction to Ordinary Differential Equations (ODES), basically we will explain the concept of Ordinary Differential Equations in details.
In the second step, you will learn the Basic Concepts, Definitions and classification of differential equations.
In the third step, we will shed a light what is the Solution of an Ordinary Differential Equations.Also, we will discuss the Types of solutions.
In the fourth step, we will guide how to format a differential equation of a given function. we will call this method is Formation of a ODES
In the fifth step, we will discuss the Examples of Formation of Differential Equations.
You will learn first order differential Equations by using different Methods.
The Methods are as follows
In this method, you will learn how to solve Separable Variabable
In this method, you will learn how to solve Reducible to separable Variable
In this method, you will learn how to solve Homogeneous Differential Equations
In this method, you will learn how to solve Reducible to Homogeneous Differential Equations
In this method, you will learn how to solve Exact Differential Equations.
In this method, you will learn how to solve Integrating Factors (There are four types of this method)
In this method, you will learn how to solve Reducible to Exact Differential Equations.
In this method, you will learn how to solve Linear Differential Equations
In this method, you will learn how to solve Reducible to Linear Differential Equations (Bernaulli's Differential Equations)
In this method, you will learn how to solve Recatti Equations
In this method, you will learn how to solve Clarauit's Equations
In this method, you will learn how to solve Solveable for x
In this method, you will learn how to solve Solveable for y
In this method, you will learn how to solve Solveable for p
Application of First Order Differential Equations
Orthogonal Trajectory
Growth and Decay
Newton's Law of Cooling
Series Circuit
Application in Physics
Kinematics
free Fall Bodies
Mechanics
Who this course is for
A-Level, Undergraduates and graduates, all engineering students and Medical science related students as well
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