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GIVEN problem; dy/dx-2Y=Ce^1/3xX Obtained solution: Y= - 3/5 Ce^1/3xX+ B e^2X Request the steps adapted in arriving at the solution in detail . Thanks
let dy/dx+ p(x)y=r(x), integrating factor of this linear differential equation is e^((indefinite)integralp(x)dx) denoted as e^h ,
e^h(y'+py)=d(hy)/dx=(e^h)r(x)
(e^h)y=indef.intgrl((e^h)rdx +c)
y(x)=(e^-h)(indef.intgrl((e^h)rdx +c))
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