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find the scale factor and ratio of perimeters for a pair of similar octagons with areas 9ft^2 and 81ft^2
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I don't really know the equation to use.
For similar figures, the ratio of similar sides is \[a:b\] The ratio of similar areas would be \[a^2:b^2\] and volumes would be \[a^3:b^3\] So use the second formula to be the ratio of the two given areas and that will help you find \[a:b\].
thank you @mww
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