Question

3 look at the image you drew in problem 2. are the properties of the sides and angles in the image the same as the properties of the sides and angles in the original figure? explain. curriculum associates, llc copying is not permitted. lesson 18 understan

Explanation:

Assuming the image in problem 2 is a transformation (like translation, rotation, reflection) of the original figure, these are rigid transformations. Rigid transformations preserve side lengths and angle measures. So the properties (side lengths, angle measures) of the image should match the original. For example, if it's a translation, the figure is just moved, so sides and angles remain the same.

Answer:

Yes, the properties of the sides and angles in the image are the same as in the original figure. This is because if the image is a rigid transformation (like translation, rotation, or reflection) of the original, rigid transformations preserve side lengths and angle measures, so the side lengths and angle sizes remain unchanged.