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if MATH~ROCKS calculate the value of MA and OK A. MA = 3.5 and KO = 8 B. MA = 3 and KO = 8.5 C. MA = 8.5 and KO = 3 D. MA = 8 and KO = 3.5

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use the property that ratio of sides will be equal for the 2 figures assuming they are similiar
Why the sad face?
If quadrilateral MATH ~ quadrilateral ROKS, then corresponding sides are in proportion. In the statement of similarity, M <->R, A<->O, T<->K, and H <->S. MA/RO = AT/OK = TH/KS = HM/SR From the diagram, 4/17 = TH/KS 4/17 = TH/(12.75) TH = 3 AM = 3 because they are marked as congruent ---> Value of AM Now, for KO 4/17 = 2/ KO KO = 17/2 ------> Value of KO Now, you @katlin95 can decide the correct option.

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