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Find the General Solution of the Linear Differential Equation y+3y=e3xy^{\prime}+3 y=e^{-3 x}

Question 3

Multiple Choice

Find the general solution of the linear differential equation y+3y=e3xy^{\prime}+3 y=e^{-3 x} .


A) y=(x+C) e3xy=(x+C) e^{-3 x}
B) y=(x+C) e3xy=(x+C) e^{3 x}
C) y=1+Ce3xy=1+C e^{3 x}
D) y=Ce3xy=C e^{-3 x}

Correct Answer:

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