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Question: consider delta abc in figure 47 cevians cr and bq...

Question details

Consider AABC in Figure 4.7. Cevians CR and BQ are concurrent with line AT, which is parallel to BC. If we view AT as a Cevian of AABC in the generalized sense, then we know that the corresponding Cevian product is (AR/RB)(CQ/QA). Show without reference to Ceva s theorem that this quantity is equal to 1

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