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CBSE XI
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Math
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Conic Sections
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locus of the point of intersection of tangent to $y^2=4ax$ which intercept a constant length d on the directrix
Show that the locus of the point of intersection of tangent to $y^2=4ax$ which intercept a constant length d on the directrix is $(y^2+4ax) (x+a^2)^2= d^2x^2$
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