Mathematics

Mathematics

Problem

Let pp, qq, and rr be positive numbers such that log⁡ep\log_{e} p, log⁡eq\log_{e} q, log⁡er\log_{e} r are in arithmetic progression. Which one of the following relations among pp, qq, and rr must hold? a) p2=qrp^{2}=qr b) p+r=2qp+r=2q c) q2=prq^{2}=pr d) q2=prq^{2}=\dfrac{p}{r}

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