7. Perimeters and Areas of Similar Figures
Sign In
The ratio of the areas is the same as the ratio of the corresponding side lengths squared.
64/49
In the given similar figures, the lengths of two corresponding sides are 8 and 7. Therefore, we can say that the ratio between the corresponding side lengths is 8 7. The ratio of the areas is the same as the ratio of the corresponding side lengths squared.
Ratio of Corresponding Side Lengths | 8/7 |
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Ratio of Areas | 8^2/7^2 ⇔ 64/49 |