Question

10:17 am wed oct 29
exit ticket after lesson 4.4
exit ticket after lesson 4.4
2 of 4
possible points: 1
describe the transformation
translation
reflection
rotation

Explanation:

• Translation: A translation is a slide of a figure. In this case, the figure is not just sliding as there is a circular - like movement of the points from \(A,B,C\) to \(A',B',C'\).
• Reflection: A reflection is a flip over a line. There is no indication of a line of reflection (such as a vertical, horizontal, or diagonal line) that would map \(A,B,C\) to \(A',B',C'\) in a mirror - like fashion.
• Rotation: A rotation is a turn around a point. The red arcs suggest a circular motion (a turn) of the points \(A,B,C\) around the origin (the center of the coordinate system). The shape and size of the figure remain the same, which is a property of rotation.

Answer:

rotation