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determine the composition of transformation that would map figure ABCD to figure A"B"C"D". 1. the transformation that would map vertex B to B' isa: a transformation down and rightb: a rotation of 90° about Bc: a rotation of 360° about B

determine the composition of transformation that would map figure ABCD to figure A-example-1
User Yildizabdullah
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1 Answer

18 votes
18 votes

Answer:

b: a rotation of 90° about B

Step-by-step explanation:

A transformation down and right of the figure look like this:

Where the figure is just translated, so the orientation of the figure is the same.

In the same way, a rotation of 360° doesn't change the figure, because it is equivalent to make a full turn of the figure.

Finally, a rotation of 90° about B looks like this:

Where each segment of the initial figure forms an angle of 90° with its corresponding segment of the reflected figure. For example, BA is perpendicular to B'A'

Therefore, the answer is b: a rotation of 90° about B.

determine the composition of transformation that would map figure ABCD to figure A-example-1
determine the composition of transformation that would map figure ABCD to figure A-example-2
User Vildric
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2.9k points