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what can the hypotenuse be if one leg is 11 and the other is 7
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hypsquared= leg squared+ other leg squared \[H ^{2}=7^{2}+11^{2}\]
no is the answer like 4<x<11, 4<x<18, 7<x<11, or 7<x<18
\[H ^{2}=49+121=170\]
no im mean like my first post
If one leg is 11 and the other is 7, and we are talking about a hypotenuse, I thought we were talking about a right triangle if so the hypotenuse is 13
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