A(5,3) and B(3,-2) are 2 fixed points. F...

A(5,3) and B(3,-2) are 2 fixed points. Find the equation of locus of P, so that the area of `trianglePAB` is 9sq. Units.

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A(2, 3), B(2, -3) are two points. The equation to the locus of P such that PA+PB=8 is

`16x^(2)+7y^(2)-64x-48=0`

`16x^(2)+7y^(2)-64x+48=0`

`16x^(2)-7y^(2)+64x-48=0`

`16x^(2)-7y^(2)+64x+48=0`

A (2, 3 ) , B ( 2, - 3 ) are two points. The equation to the locus of P such that PA + PB = 8 is

` 16 x ^ 2 + 7y ^ 2 - 64 x - 48 = 0 `

` 16x ^ 2 + 7y ^ 2 - 64 x + 48 = 0 `

` 16 x ^ 2 - 7y ^ 2 + 64 x - 48 = 0`

` 16 x ^ 2 - 7y ^2 + 64 x + 48 = 0`

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

`y^(2)+6y=0`

`y^(2)-6y=0`

`x^(2)+6x=0`

`x^(2)-6x=x`