Question

statement about translated figures
the final angle measures are larger than the original angle measures.
if two sides are parallel in the original figure, then those sides are parallel in the final figure.
the final side lengths are the same as the original side lengths.
the original figure and the final figure are congruent.
true false

Explanation:

Step1: Recall translation property

Translation is a rigid - motion. It preserves angle measures. So, the final angle measures are equal to the original angle measures, making the first statement false.

Step2: Understand parallel - side property

Parallel lines remain parallel under translation. So, if two sides are parallel in the original figure, they are parallel in the final figure, making the second statement true.

Step3: Know side - length property

Translation is a rigid transformation which preserves side lengths. So, the final side lengths are the same as the original side lengths, making the third statement true.

Step4: Define congruence

Since translation preserves side lengths and angle measures, the original figure and the final figure are congruent, making the fourth statement true.

Answer:

1. False
2. True
3. True
4. True