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Mathematics, 24.05.2021 14:00 jadenayngel1377
Problem 3
Square A is smaller than Square B. Square B is smaller than Square C.
There are 3 differently sized squares labeled, from left to right, βA,β βBβ and βC.β The squares are arranged from smallest to largest, so that βAβ is the smallest square and βCβ is the largest.
The three squaresβ side lengths are 26β―β―β―β―β, 4.2, and 11β―β―β―β―β.
What is the side length of Square A? Square B? Square C? Explain how you know.
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Answers: 3
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Problem 3
Square A is smaller than Square B. Square B is smaller than Square C.
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