Area of the region bounded by the parabola y = x2 and the curve y = is
3
2
B.
So, the intersection points of given curves are (1, 1) and (- 1, 1).
The curve, for which the area of the triangle formed by X-axis, the tangent line at any point P and line OP is equal to a, is given by
None of these
The area bounded by the curves y = x2, y = - x2 and y2 = 4x - 3 is k, then the value of 6k is
2
3
0
4