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A triangle that has a hypotenuse of length 14.14 cm has legs that are ______ cm long. Round your answer to the nearest whole centimeter. (Enter the number only.)
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Is there a picture that goes along with this problem?
no
Because if only the hypotenuse is given, the legs of the right triangle can be many different lengths.
Is there any other info given?
Oh, according to what I read in the question, this is an isosceles right triangle they're talking about.
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So:
\[\large 14.14^2 = x^2 + x^2 = 2x^2\] \[\large \frac {14.14^2}{2} = x^2\] \[\large \sqrt {\frac{14.14^2}{2}} = x\]
Try that...
I walked away sorry
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