Solution

Particular Solution to Difference Equation

Particular Solution to Difference Equation

What Is The Particular Solution Of The Differential Equation? A particular solution of differential equation is a solution of the form y = f(x), which do not have any arbitrary constants. The general solution of the differential equation is of the form y = f(x) or y = ax + b and it has a, b as its arbitrary constants.

  1. What is the example of particular solution of differential equation?
  2. What is particular solution of linear differential equation?

What is the example of particular solution of differential equation?

Example – Find out the particular solution of the differential equation ln dy/dx = e4y + ln x, given that for x = 0, y = 0. This represents the general solution of the differential equation given. which is the particular solution of the differential equation given.

What is particular solution of linear differential equation?

Definition: Particular Solution

A solution yp(x) of a differential equation that contains no arbitrary constants is called a particular solution to the equation.

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