If p, q, r are any real numbers, then (A) $\max \left(p,q\right)<\max \left(p,q,r\right)$ (B) $\min \left(p,q\right)=\frac{1}{2}\left(p+q-\left|p-q\right|\right)$(C) $\max \left(p,q\right)<\min \left(p,q,r\right)$ (D) None of these

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