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The smallest value of (−8p7) for which ∣∣x2−5x+7−p∣∣=6+∣∣x2−5x+1−p∣∣ for all x∈[−1,3] is

Answer» The smallest value of (8p7) for which x25x+7p=6+x25x+1p for all x[1,3] is


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