The parallelogram above has a base of 24 ft and a height of 25 ft.

Which set of dimensions would produce a similar figure?
A.
base = 24 ft, height = 50 ft
B.
base = 43 ft, height = 50 ft
C.
base = 48 ft, height = 50 ft
D.
base = 53 ft, height = 50 ft

C. base = 48ft, height = 50ft

The reason this is the answer is because in order to create a similar figure, the dimensions must be similar. 24 x 2 = 48 and 25 x 2 = 50.

Hope this helps!

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fbrown9076 fbrown9076 · Answer 2 · 2021-03-03T19:32:39+01:00

fbrown9076 fbrown9076

03-03-2021

Answer:

C. base = 48ft, height = 50ft

Step-by-step explanation:

The reason this is the answer is because in order to create a similar figure, the dimensions must be similar. 24 x 2 = 48 and 25 x 2 = 50.

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The parallelogram above has a base of 24 ft and a height of 25 ft. Which set of dimensions would produce a similar figure? A. base = 24 ft, height = 50 ft B. base = 43 ft, height = 50 ft C. base = 48 ft, height = 50 ft D. base = 53 ft, height = 50 ft

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The parallelogram above has a base of 24 ft and a height of 25 ft.

Which set of dimensions would produce a similar figure?
A.
base = 24 ft, height = 50 ft
B.
base = 43 ft, height = 50 ft
C.
base = 48 ft, height = 50 ft
D.
base = 53 ft, height = 50 ft