In 1–14, solve the given initial value problem using the method of Laplace transforms.

Solution. Our aim is to find the general solution y ( t ) by using Laplace differential operator for the given boundary value problem ........................... (1)Step 1. To solve this type of differential equation by using Laplace differential operator we use the following references.Reference 1. Reference 2. Reference 3. Let Step 2. Now use all the above references in equation 1 to simplify It use reference 3 let ..................................... (2)Step 3. Now consider inverse laplace on both side of equation 2.