consider the transformation. which statement about the transformation is true? it is isometric because the…

consider the transformation. which statement about the transformation is true? it is isometric because the side lengths remained the same. it is isometric because all angle measures remained the same. it is not isometric because the side lengths did not remain the same. it is not isometric because the angle measures did not remain the same.

consider the transformation. which statement about the transformation is true? it is isometric because the side lengths remained the same. it is isometric because all angle measures remained the same. it is not isometric because the side lengths did not remain the same. it is not isometric because the angle measures did not remain the same.

Answer

Explanation:

Step1: Recall isometric transformation definition

An isometric transformation preserves side - lengths and angle - measures.

Step2: Check side - lengths

Original trapezoid PQRS has side - lengths: PQ = 4, QR = 8, RS = 4, PS = 12. Transformed trapezoid P'Q'R'S' has side - lengths: P'Q' = 2, Q'R' = 4, R'S' = 2, P'S' = 6. The side - lengths have changed (e.g., PQ = 4 and P'Q' = 2).

Step3: Determine the nature of transformation

Since the side - lengths did not remain the same, the transformation is not isometric.

Answer:

It is not isometric because the side lengths did not remain the same.