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Consider a hyperbola (y^(2))/(4)-(x^(2))/(4) = alpha, If the common tangent of the hyoerbola and parabola meets the coordinates axes at x and A and B, then locus of mid point of AB is |
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Answer» `x^(2) = -2y` `:.` MID point of `AB` is `((L)/(2),(t^(2))/(2))` `:.` the LOCUS is `y = -2x^(2)` |
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