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Given ABCD ~ EFGH , calculate the length of EF.
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@Directrix
If ABCD ~ EFGH then the corresponding sides are in proportion. AB is to EF as BC is to FG
A good tip: Flip the shapes so they look the same.
Yes
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AB/x = BC/FG where x = EF 8/x = 15/7.5 8/x = 2/1 x = ? @dopegyal_
8
I did not get 8. Lemme check my work.
4
my options are 7,4,9,2 0.0
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I'm stick with 4. This notion of flipping figures over so that they look the same -- I don't know about that. Because the correspondence of vertices was given to us in the problem: Given ABCD ~ EFGH ------------ @dopegyal_ How did you and the Crayon get 8?
8 is not an option. The work says 4 is the answer.
OK!:D thanks
You are welcome.
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