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A normal to the hyperbola, 4x2−9y2=36 meets the co-ordinate axes x and y at A and B, respectively. If the parallelogram OABP (O being the origin) is formed, then the locus of P is : |
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Answer» A normal to the hyperbola, 4x2−9y2=36 meets the co-ordinate axes x and y at A and B, respectively. If the parallelogram OABP (O being the origin) is formed, then the locus of P is : |
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