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{HELP ASAP!!} These two pentagons are similar.

Two units are added to each side of pentagon FGHIJ. Which statement about this situation correctly applies the concept of similarity?

A. The pentagons remain similar because the same length was added to each side of FGHIJ.

B. The pentagons may not be similar because changing the lengths by adding the same number of units doesn’t preserve similarity.

C. The pentagons are not similar because changing the side lengths of FGHIJ will also change the angle measures.

D. The pentagons remain similar because similarity is not affected when the lengths of a figure are changed.

HELP ASAP These Two Pentagons Are Similar Two Units Are Added To Each Side Of Pentagon FGHIJ Which Statement About This Situation Correctly Applies The Concept class=

Sagot :

Answer:

b

Step-by-step explanation:

The pentagons remain similar because similarity is not affected when the lengths of a figure are changed. Option d is correct.


Two pentagons are given, 2 units add to each of the sides of both the pentagons. whether the two pentagons are similar or not is to be determined.

What is the pentagon?

Pentagon is defined as a 5 sided polygon have equal lengths of sides and vertices make 72° at the center

Two pentagons are similar if 2 units are added to both the lengths of sides of the pentagon it will not affect their similarities. Because the ratio of the side to 1 pentagon to other pentagon remains the same on all sides.

Thus, the pentagons remain similar because similarity is not affected when the lengths of a figure are changed.

Learn more about the pentagon here:
https://brainly.com/question/17054992

#SPJ2


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