The solution of a differential equation which is free from arbitrary constant is called particular solution, i.e., the solution obtained from the general solution by giving particular values to the arbitrary constant is called a particular solution of the differential arbitrary constant a and b then the equation y = 4 cos x + 5 equation.
For example:
General solution of differential equation \(\frac{d^2 y}{dx^2}\) + y = 0 is y = a cos x + b sin x. If we give the value 4 and 5 to the \(\frac{d^2 y}{dx^2}\) + y = 0 Similarly, we can get different particular solution for different values of a and b
