If , then…

MATHEMATICS · Single correct · CBSE · Mathematics · Continuity and Differentiability · Continuity and Differentiability

Problem

If x3ey+2xyex+13=0x^3e^y+2xye^x+13=0, then dydx\frac{dy}{dx} is (1) −2xey−x−2y(x+1)x(xey−x+2)\frac{-2xe^y-x-2y(x+1)}{x(xe^y-x+2)} (2) 2xey−y+2y(x+1)x(xey−x+2)\frac{2xe^y-y+2y(x+1)}{x(xe^y-x+2)} (3) −2xey−y+2y(x+1)x(xey−x+2)\frac{-2xe^y-y+2y(x+1)}{x(xe^y-x+2)} (4) None of the above

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