The trajectory equation of a point whose distance from the X axis is equal to 2 is

The trajectory equation of a point whose distance from the X axis is equal to 2 is

The trajectory equation y = ± 2 for a point whose distance to the x-axis is equal to 2

The trajectory equation of the point whose distance to the x-axis is equal to its distance to the line x = 3 is ()

If the point is p (x, y), then the distance to X axis is | y |, and the distance to x = 3 is | x-3|
So the trajectory equation is | y | = | x-3|

The trajectory equation of a point whose distance to the x-axis is equal to its distance to the line y + 2 = 0
Give points as soon as you finish

Let a (x, y) be any point on the track
Iyi = iy + 2I, absolute value: y = - 1,
Therefore, the trajectory equation is y = - 1

The trajectory equation of a point whose distance from the abscissa axis is equal to 2 is
A.x=2 B.y=2 C.y=-2 D.y=±2

D