3 points O(0,\ 0),\ P(a,\ a^2), Q( \minus{} b,\ b^2)\ (a > 0,\ b > 0) are on the parabpla y \equal{} x^2.
Let S1 be the area bounded by the line PQ and the parabola and let S2 be the area of the triangle OPQ.
Find the minimum value of S2S1. calculusintegrationgeometryconicsparabolacalculus computations