The points (-1,3) and (0,2) are on a curve, and at any point (x,y) on the curved2y= 2- 4x. Find an equation of the curve.

dx2

(HINT: letd2y=dy' , and obtain an equation involving y', x and an arbitrary

dx2 dx

constant C1. From the equation obtain another equation involving y,x, C1 and C2. Compute C1 and C2 from the conditions)

(Nod)thnx.. i'll wait for your reply..

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