Question

Asked Oct 24, 2019

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Step 1

In such problems ie second order linear differential equations when we are given one solution,y_{1 }we assume the second solution to be of the form, y_{2}=vy_{1} and substitute y_{2} in the given ode and reduce order of the differential equation by using the fact that y_{1 }is a solution.

Compute:y_{2}^{’},y_{2}^{’’}

Step 2

Substitute y_{2}^{’},y_{2}^{’’ }in given differential equation

Step 3

Let u=v’ we get a first order dif...

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