Question

Describe a sequence of transformations that you can perform on figure G to show that it is congruent to figure H. Which transformations can be applied to make figure G identical to figure H?

A) Translation, followed by a reflection over a line
B) Rotation, followed by a translation
C) Dilation, followed by a reflection over a line
D) Translation, followed by a rotation

Answer 1

The correct sequence of transformations to make figure G congruent to figure H is a translation followed by a reflection over a line.

Step-by-step explanation:

The correct sequence of transformations that can be performed on figure G to show that it is congruent to figure H is:

1. Translation: This moves figure G without altering its shape or size.
2. Reflection over a line: This reflects figure G across a line, creating a mirror image of the original figure.

By applying a translation followed by a reflection over a line, figure G will become identical to figure H.