Proof of Ceva's Theorem and its converse
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![Solved Q6. {3+7+7=17] (a) State Ceva's theorem. (b) State | Chegg.com](https://media.cheggcdn.com/study/79c/79c61f3a-5843-4b41-a7d0-6d8a133cb92f/image.jpg "Solved Q6. {3+7+7=17] (a) State Ceva's theorem. (b) State | Chegg.com")
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Ceva's Theorem and its Converse(without proof)
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Modern geometry . be two equicross ranges, and ifA A, BB, CC be concurrent, then dd must pass throughthe point of concurrence.. fig. 76. Let O be the point of concurrence of
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Altitudes of a triangle are concurrent.
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