A(1, 2) and B(7, 10) are two points. If P(x) is a point such that the angle APB is `60^@` and the area of the triangle APB is maximum, then which of the following is (aré) true?

A (1,2) and B(7,10) are two fixed points. If P(x,y) is such that a point where angleAPB=60^@ and the area of DeltaAPB is maximum then the point P

A ( 2, 3 ) , B ( - 1, 1 ) are two points . If P is a point such that angle APB = 90 ^@ , then the locus of P 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-

A and B are two fixed points. Draw the locus of a point P such that angle APB = 90^(@) .

A (3, 4) and B(5, -2) are two points and P is a point such that PA=PB . If the area of triangle PAB is 10 square unit, what are the coordinates of P ?

Let A and B be two points. What is the locus of the point P such that angle APB=90^@

A(2,0) and B(-2,0) are two given points.Find the equation of locus of point P such that angle APB is a right angle.

If A = (-1,2) and B=(1,-2) are two points and P is a variable point such that the area of Delta PAB is always one, then the equation of the locus of P is

If A and B are two fixed points,then the locus of a point which moves in such a way that the angle APB is a right angle is