# Where do I make Chord?

Geometry Level 3

Let $$XY$$ is a chord of length $$12 \text{ cm}$$ in a circle of radius $$10\text{ cm}$$ and the tangents at $$X$$ and $$Y$$ intersect at point $$C$$.

Find the length of $$CX$$ (in $$\text{cm}$$).

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