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Let $X$, $Y$, and $Z$ be points on a circle. Let line $XY$ and the tangent to the circle at $Z$ intersect at $W$. If $\overline{WY} \perp \overline{WZ}$, then find $YZ$.

 May 14, 2024
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The length YZ is 5*sqrt(6).

 Nov 7, 2024

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