A curve has equation y = x(x 2) 3 . The tangent at the point P(3,

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A curve has equation y = √x(x – 2)3. The tangent at the point P(3, √3) and the normal at the point Q(9, 1) intersect at the point R.

a. Show that the equation of the tangent at the point P(3, √3) is y = 19√3/6 x - 17√3/2.

b. Find the equation of the normal at the point Q(1, - 1).

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