1.

Let A(x_1,y_1),x_1 ne 0, be a point of the curve y^2=x^3. Tangent at A meets the curve again at B(x_2,y_2). M and N are foot of perpendicular drawn to x-axis from point A and B respectively. T is the point where tangent at A meets x-axis, then :

Answer»

`y_1,y_2 GT0`
`y_1,y_2 lt0`
AREA if triangle AMT = 8(Area of triangle BNT)
Area if triangle AMT = 64(Area of triangle BNT)

Answer :B::D


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