Mathematics

Mathematics

Problem

The solution curve, of the differential equation 2ydydx+3=5dydx2y\frac{dy}{dx} + 3 = 5\frac{dy}{dx}, passing through the point (0,1)(0, 1) is a conic, whose vertex lies on the line: A 2x+3y=92x + 3y = 9 B 2x+3y=−92x + 3y = -9 C 2x+3y=−62x + 3y = -6 D 2x+3y=62x + 3y = 6

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