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Exact Equations & Substitutions · Easy problem

The equation 2xy3 dx+3x2y2 dy=02xy^3\,dx + 3x^2y^2\,dy = 0 is exact. Its solution through (1,2)(1, 2) is a curve F(x,y)=CF(x, y) = C. Find yy on this curve when x=8x = 8.