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1. If two triangles, rectangles, or parallelograms are similar, a. How does the ratio of two side lengths within one figure compare to the ratio of the corresponding side lengths in the other figure?
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1. If two triangles, rectangles, or parallelograms are similar,

a. How does the ratio of two side lengths within one figure compare
to the ratio of the corresponding side lengths in the other figure?

User Scott Bartlett
by
7.3k points

1 Answer

4 votes

Answer:

The ratios are the same

Explanation:

Similar shapes have proportional side lengths. For example, if a triangle ABC has AB/AC = 4/6, and another triangle DEF has DE/DF = 6/9, both ratios reduce to 2/3

User Ale Zalazar
by
6.7k points
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