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Let C : x^(2) -3, D : y = kx^(2) be two parabolas and L_(1) : x a , L_(2) : x = 1 (a ne 0) be two straight lines. IF C and D intersect at apoint A on the lines L_(1) then the equation of the tangent line L at A to the parabola D is |
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Answer» `2(a^(3) -3) x - AY + (a^(3) -3A) =0` |
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