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A straight line passing through the point (87, 33) cuts the positive direction of the co-ordinate axes at the point P and Q. If O is the origin and minimum area of the triangle OPQ is λ then λ-5740 is

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answer is 2.

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Detailed Solution

Minimum area of ∆OPQ=λ=2×87×33λ-5740=2Minimum area of triangle formed by a line passing through (a.b) with co-ordinate axis = 2ab

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