is a rectangle, and the point is the reflection of in . If , what is ?
Suppose that . What is the relation between lines and ?
What are the coordinates of the reflection, in the line , of the point ?
The graph of a function is transformed by mapping each point on the function to the point . This image is a reflection of in
A rectangle is reflected in and a larger rectangle is formed by joining and its reflection. Given that and , find the perimeter of the larger rectangle.
The point is reflected to the point . Was the line of reflection horizontal or vertical?
Points and have coordinates and respectively. Given that is the image of after a reflection in the -axis, find the perimeter of .
In the figure, is a square with center . Find the image of the square after a reflection in .
Given that is the image of after a reflection in the line, give the coordinates of , and .
Points , , , , , and are the vertices of a polygon. List their images after a reflection in the vertical line through .
What is the image of the point under reflection in the straight line ?
The image of the point is when reflected in a line. Find the equation of the line of reflection.
Across which line has been reflected to get ?
If is the image of by reflection in the point , , , and , find the length of and the value of .
Find the image of by reflection in .
What type of transformation is the following?