Question

statement about translated figures true false 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.

Explanation:

Step1: Recall translation property

Translation is a rigid - motion transformation. It does not change the shape and size of the figure.

Step2: Analyze angle measures

Since translation is a rigid - motion, angle measures remain the same. So, the statement "The final angle measures are larger than the original angle measures" is False.

Step3: Analyze parallel sides

Parallelism is preserved under translation. If two sides are parallel in the original figure, they are parallel in the final figure. So, this statement is True.

Step4: Analyze side lengths

Side lengths are unchanged in a translation. So, the statement "The final side lengths are the same as the original side lengths" is True.

Step5: Analyze congruence

Since translation preserves side lengths and angle measures, the original and final figures are congruent. So, this statement is True.

Answer:

The final angle measures are larger than the original angle measures: False
If two sides are parallel in the original figure, then those sides are parallel in the final figure: True
The final side lengths are the same as the original side lengths: True
The original figure and the final figure are congruent: True