Optimal Bounds of the Arithmetic Mean by Harmonic, Contra-harmonic and New Seiffert-like Means

Hui-Zuo Xu *

Teacher Development Center, Wenzhou Broadcast and TV University, Wenzhou 325000, China.

Wei-Mao Qian

School of Continuing Education, Huzhou Broadcast and TV University, Huzhou 313000, China.

*Author to whom correspondence should be addressed.


Abstract

We provide the optimal bounds for the arithmetic mean in terms of harmonic, contra-harmonic and new Seiffert-like means.

Keywords: Seiffert-like mean, arithmetic mean, harmonic mean, contra-harmonic mean.


How to Cite

Xu, Hui-Zuo, and Wei-Mao Qian. 2020. “Optimal Bounds of the Arithmetic Mean by Harmonic, Contra-Harmonic and New Seiffert-Like Means”. Asian Research Journal of Mathematics 16 (6):30-36. https://doi.org/10.9734/arjom/2020/v16i630195.

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