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Find the smallest value of (−8p7) for which |x2−5x+7−p|=6+|x2−5x+1−p| for all xϵ[−1,3]. ___ |
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Answer» Find the smallest value of (−8p7) for which |x2−5x+7−p|=6+|x2−5x+1−p| for all xϵ[−1,3]. |
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