The general solution of a differential equation of the type `dx/dy + P_1 x = Q` is
(A) `y e^(intP_1 dy) = int(Q_1 e^(intP_1 dy)) dy + C`
(B) `y . e^(intP_1 dx) = int(Q_1 e^(intP_1 dx)) dx + C`
(C) `x e^(intP_1 dy) = int(Q_1 e^(intP_1 dy)) dy + C`
(D) `xe^(intP_1 dx) = int(Q_1 e^(intP_1 dx)) dx + C`
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Solution
Hence, the correct answer is C.
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