The points (-1,3) and (0,2) are on a curve, and at any point (x,y) on the curve d2y = 2- 4x. Find an equation of the curve.
(HINT: let d2y = dy' , and obtain an equation involving y', x and an arbitrary
constant C1. From the equation obtain another equation involving y,x, C1 and C2. Compute C1 and C2 from the conditions)
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