Question

5 troy says that the green figure is the result of a single transformation or combination of a series of transformations on the gray figure. is troy correct? explain.

Explanation:

To determine if Troy is correct, we analyze the transformation. The gray figure can be transformed to the green figure via a reflection (over a vertical line) and then a translation (or vice - versa). Since a combination of transformations (reflection and translation) can map the gray figure to the green figure, Troy is correct. Transformations like reflection and translation are valid geometric transformations, and a series of them (or even a single transformation in some cases, but here a combination works) can produce the green figure from the gray one.

Answer:

Troy is correct. The gray figure can be reflected over a vertical line and then translated (or undergo other valid transformation combinations) to obtain the green figure. Geometric transformations (single or series) can map the gray figure to the green figure.