solve (x+1)dy/dx - y = e^3x (x+1)^2
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The given equation is dxdy−x+1y=e3x(x+1)
I.F. =e∫−x+11dx=e−log(x+1)=x+11
The solution is
y(x+11)=∫e3x(x+1).x+11dx+a
⇒x+1y=∫e3xdx+a=3e3x+a
⇒x+13y=e3x+c,c=3a
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