Let be a point on the curve and be a point on the curve

MATHEMATICS · Subjective · CBSE · Mathematics · Applications of Derivatives · Applications of Derivatives

Problem

Let PP be a point on the curve C1:y=2−x2C_1:y=\sqrt{2-x^2} and QQ be a point on the curve C2:xy=9C_2:xy=9, with both PP and QQ in the first quadrant. If dd denotes the minimum distance between PP and QQ, then find d2d^2.

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