Pravokutni trokut
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ima stranice duljina
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,

, i
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. Kvadrat
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upisan je u trokut
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tako da su
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i
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na
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,

na
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, i

na
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. Kolika je duljina stranice kvadrata?
%V0
Pravokutni trokut $ \triangle ABC$ ima stranice duljina $ |AB| = 3$, $ |BC|= 4$, i $ |AC| = 5$. Kvadrat $ XYZW$ upisan je u trokut $ \triangle ABC$ tako da su $ X$ i $ Y$ na $ \overline{AC}$, $ W$ na $ \overline{AB}$, i $ Z$ na $ \overline{BC}$. Kolika je duljina stranice kvadrata?
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