The normal at any point P(t^(2), 2t) on ...

The normal at any point `P(t^(2), 2t)` on the parabola `y^(2) = 4x` meets the curve again at Q, then the `ar( triangle POQ)` in m the form of `(k)/(|t|) (1 + t^(2)) (2 + t^(2))`.
the value of k is

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The normal at any point `P(t^(2), 2t)` on the parabola `y^(2) = 4x` meets the curve again at Q, then the `ar( triangle POQ)` in m the form of `(k)/(|t|) (1 + t^(2)) (2 + t^(2))`. the value of k is

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The normal at any point `P(t^(2), 2t)` on the parabola `y^(2) = 4x` meets the curve again at Q, then the `ar( triangle POQ)` in m the form of `(k)/(|t|) (1 + t^(2)) (2 + t^(2))`.
the value of k is