In this lesson we shall learn how to solve the general solution of a linear differential equation using the d operator method. The d operator is an effective way of solving d.e's where the coefficients need to be constants.
For each form of G(x), the solution process is quite different.
In this lesson we shall consider variety of cases and examples i.e
for g(x) to be a:
1. Exponential Function
2. Sine or cosine function
3. Polynomial function
4. sum of functions
5. product of functions
00:00 - Introduction
04:46 - First Order Linear D.E
06:10 - Ex 1: Exponential Function
10:14 - Ex 1: (Alternative Approach)
15:57 - Ex 2: sine or cosine function
22:18 - Ex 3: sine or cosine function
29:53 - Ex 4: sine or cosine function
Playlists on various Course
1. Applied Electricity
[ Ссылка ]
2. Linear Algebra / Math 151
[ Ссылка ]
3. Basic Mechanics
[ Ссылка ]
4. Calculus with Analysis / Calculus 1 / Math 152
[ Ссылка ]
5. Differential Equations / Math 251
[ Ссылка ]
6. Electric Circuit Theory / Circuit Design
[ Ссылка ]
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