Reflection in a Square
Point E is reflected in the sides of the square. Drag E to see the change in the images.
What properties do you notice in the quadrilateral formed by the red points?
By dragging E to different positions, what kind of quadrilaterals can be made.
If we start with other shapes (instead of a square) for generating the mirror images, what different results will we have?
In what other ways would you extend this problem?