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JEE Advance - Mathematics (1995 - No. 1)

Let $$(h, k)$$ be a fixed point, where $$h > 0,k > 0.$$. A straight line passing through this point cuts the possitive direction of the coordinate axes at the points $$P$$ and $$Q$$. Find the minimum area of the triangle $$OPQ$$, $$O$$ being the origin.
hk
2hk
\frac{1}{2}hk
4hk
\frac{1}{4}hk

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