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The solution of the differential equation \((x+1) \frac{d y}{d x}-y=e^{3 x}(x+1)^2\) is

Q1

The solution of the differential equation \((x+1) \frac{d y}{d x}-y=e^{3 x}(x+1)^2\) is

a

\(y=(x+1) e^{3 x}+c\)

b

\(3 y=(x+1)+e^{3 x}+c\)

c

\(\frac{3 y}{x+1}=e^{3 x}+c\)

d

\(y e^{-3 x}=3(x+1)+c\)

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