If the point is its own image then that point is an invariant point.
Any point that remains unaltered under a given transformation is called an invariant.
The point is its own image if the point is an invariant point.
The point is its own image if the point is __
(−13,0) is an invariant point when reflected in the x-axis. State whether true or false.
(−13,0) is an invariant point under the reflection in the x-axis. State whether true or false.
Points A (-8,0), B (-16,0) are invariant points when reflected in the line L1 . Find the image of the points C (-15,6) and D(8, 19) in the line L1.
The image of a point P on reflection in the y axis is Q. The mid point of PQ is invariant on reflection in the x axis. Locate the origin.