If `A(1,2), B(-4,2)`, then the number of points P in the plane such that `angleAPB =pi/2` and area of `triangleAPB` is 6 sq. units is

If A(1, 2), B(-4, 2) . Number of point P in the plane such that angleAPB=(pi)/(2) and area of DeltaAPB is 6.25 sq. units is

A(1,2) and B(7,10) are two given points on the xy plane, for a point P(x,y) in the xy - plane such that angleAPB=60^(@) , area of the triangle APB is maximum , then P is lying on-

If A(1,1),B(2,3),C(-1,1) are the points of P is a point such that the area of the quadrilateral PABC is 3 sq units then locus of P is

Given two points A(2, -3) and B(4, 0), find the equations to the locus of a point P such that the area of the triangle PAB is always 4sq. Units.

If A(1,1),B(2,3),C(-1,1) are the points of P is a point such that the area of the qoints of P is a PABC is 3sq units then locus of P is

A( 5, 3 ) , B ( 3, - 2 ) , C ( 2, - 1) are three points. If P is a point such that the area of the quadrilateral PABC is 10 sq. unit, then the locus of P is

A(1, 1), B(2, 3), C(-1, 1) are the points. If P is a point such that the area of the quadrilateral PABC is 3 sq. units, then the locus of P is

A(1,2)and B(5,-2)are two points. P is a point moving in such a way that the area of the /_\ABP is 12 sq.units.Find the locus of P.

A(2, 3), B(-3, 4) are two points. If a point P moves such that the area of DeltaPAB is 8.5 sq. units, then locus of P is