Mathematics

Mathematics

Problem

The curves x2+y2=10x^{2}+y^{2}=10 and xy=5xy=5 intersect once in the first quadrant. The equation of their common tangent at that point is a) x+y=25x+y=2\sqrt{5} b) x+y=10x+y=\sqrt{10} c) x−y=5x-y=\sqrt{5} d) y=xy=x

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