give me example of ceva's theorem.
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Step-by-step explanation:
Since the cevians of the triangular window intersect at exactly one point, it follows by Ceva's theorem that |BD| × |CE| × |AF| = |DC| × |EA| × |FB|. Ah-ha! These are the sides that make up the siding of the triangular window. Furthermore, we have the following lengths for some of those sides.
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