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Bounding the Sándor-Yang means for the combinations of contraharmonic and arithmetic means
In the article, we prove that t 1 = 1/2+ 2 1/(2p) e (π-4)/(4p) -1/2 , t 2 = 1/2+ √ 6p/(12p) ,1/p -1/2 and t 4 = 1/2 + √ 3p/(6p) are the best possible parameters on the interval [1/2,1] such that the double inequalities] are respectively the arithmetic, …