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Let $2 x^{2} + 2 y^{2} - 5 x y = 0, y = m x + c$ form a triangle such that reflection of any point $(x, y)$ lying inside the triangle in the line $y = m^{'} x$ also lies Inside the triangle then minimum possible value of $m - m^{'} =$

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Detailed Solution

$E i t h e r m = 1, m' = - 1 o r m = - 1, m' = 1$

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