" of distance on the axes."

Find the locus of a point which moves so that sum of the squares of its distance from the axes is equal to 3.

Find the coordinates of the point in the octant OXYZ whose distances from the axes are 4 sqrt5 , 5 sqrt3 and 5 respectively.

A point p is such that the sum of squares of its distance from the axes of coordinates is equal to the square of its distance from the line x-y=1. Find the locus of P

A point moves such that its distance from the y-axes is equal to its distance from the point (2,0). Find its locus and identify the nature of the conic .

A point moves in the xy - plane in such a way that its distances from the x-axes and the point (1,-2) are always equal . Find the eqution to its locus.

The locus of the point, for which the sum of the sqaures of distances from the coordinate axes is 25 is

The locus of the point,for which the sum of the squares of distances from the coordinate axes is 25 is

The locus of the point, for which the sum of the sqaures of distances from the coordinate axes is 25 is

The locus of the point for which the sum of the squares of distances from the corrdinate axes is 25 is