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Let {r1, x2, ..., rn} CR be a subset of real numbers. Prove that (*1 + x2 + .+In) < n(x + x3 +

Let {r1, x2, ..., rn} CR be a subset of real numbers. Prove that (*1 + x2 + .+In) < n(x + x3 + + x) ... Hint: take square roots, write the LHS as a dot product of two vectors, and use the Cauchy-Schwarz incquality.

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