Find the explicit general solution of the differential equation

MATHEMATICS · Subjective · AP · Calculus AB · Differential Equations · Differential Equations

Problem

Find the explicit general solution y(x)y(x) of the differential equation dydx=(1+x) y2\dfrac{dy}{dx}=(1+x)\,y^{2}. Express your answer so that no constant of integration remains in a denominator, and identify the xx-values where the solution is undefined.

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