A point moves in a plane such that its distance from the point (2,3) exceeds its distance from the y- axis by 2 . Find the equation to the locus of the point .

A point is such that its distance from the point (3,0) is twice its distance from the point (-3,0). Find the equation of the locus.

A point moves so that its distance from the point (-2, 3) is always three times its distance from the point (0, 3) . Find the equation to its locus.

A point moves so that its distance from the point (-2, 3) is always three times its distance from the point (0, 3) . Find the equation to its locus.

A point moves on a plane such that its distance from the point (3,0) is 3/2 times its distance from the line 3x-4=0, then the locus of the moving point is a/an-

A point moves in the xy -plan such that three times its distance from the y- axis exceeds two times its distance from the x- axis by 4. Then the equation to the moving points is -

A point P(x,y) moves in the xy - plane in such a way that its distance from the point (0,4) is equal to (2)/(3) rd of its distance from the x axis , find the equation to the locus of P.

A point P(x,y) moves in the xy-plane in such a way that its distance from the point (0,4) is equal to (2)/(3)rd of its distancefrom the x -axis find the equation to the locus of P.

If a point moves such that twice its distance from the axis of x exceeds its distance from the axis of y by 2, then its locus is