The general solution of the differential equation x y dy e dx += is
(A) ex + e–y = C
(B) ex + ey = C
(C) e–x + ey = C
(D) e–x + e–y = C

Question

The general solution of the differential equation x y dy e dx += is (A) ex + e–y = C (B) ex + ey = C (C) e–x + ey = C (D) e–x + e–y = C

Saurabh Koranglekar · Answer

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The general solution of the differential equation x y dy e dx += is (A) ex + e–y = C (B) ex + ey = C (C) e–x + ey = C (D) e–x + e–y = C

The general solution of the differential equation x y dy e dx += is
(A) ex + e–y = C
(B) ex + ey = C
(C) e–x + ey = C
(D) e–x + e–y = C

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The general solution of the differential equation x y dy e dx += is (A) ex + e–y = C (B) ex + ey = C (C) e–x + ey = C (D) e–x + e–y = C

The general solution of the differential equation x y dy e dx += is (A) ex + e–y = C (B) ex + ey = C (C) e–x + ey = C (D) e–x + e–y = C

1 Answers

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The general solution of the differential equation x y dy e dx += is
(A) ex + e–y = C
(B) ex + ey = C
(C) e–x + ey = C
(D) e–x + e–y = C