A tangent is drawn to the parabola y2=4x at a point P on the parabola in the first quadrant and another tangent is drawn to the vertex A of the parabola. Let both the tangent meet at a point B,if area of the triangle ABP=32 unit2, then equation of the tangent is

A tangent is drawn to the parabola y2=4x at a point P on the parabola

1.	A tangent is drawn to the parabola y2=4x at a point P on the parabola in the first quadrant and another tangent is drawn to the vertex A of the parabola. Let both the tangent meet at a point B,if area of the triangle ABP=32 unit2, then equation of the tangent is
Answer» A tangent is drawn to the parabola $y^{2} = 4 x$ at a point $P$ on the parabola in the first quadrant and another tangent is drawn to the vertex $A$ of the parabola. Let both the tangent meet at a point $B$ ,if area of the triangle $A B P = 32 {unit}^{2}$ , then equation of the tangent is