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.

Question

Mathematics

Kramer

5 December, 03:36

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.

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Damien Arias · Answer 1

Answer: It is isometric because the side lengths remained the same.

Isometric is from "iso" which means same and "metric" which mean lengths so it means same length. The same angle can have different length since angle only determines the ratio so option B and D definitely out, leaving only A and C option.

Assuming the length is still the same then the answer is A.