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文 [1]中给出了涉及ｎ的两个新颖不等式 :2ｎ + 116ｍ + 12 - 2ｎ + 116ｍ - 12 ≤ 1ｎ2ｎ + 12 - 2ｎ - 12 ( 1)(其中ｎ ,ｍ为正整数 ,ｍ≤ｎ)2ｎ + 23ｎ - 2 (ｎ - 1) + 23ｎ - 1≤ｎ 4ｎ + 36 ｎ - 4(ｎ - 1) + 36 ｎ - 1( 2 )(其中正整数ｎ 1) .本文试把这两个不等式从?
Two novel inequalities involving n are given in [1]: 2n + 116m + 12 - 2n + 116m - 12 ≤ 1n2n + 12 - 2n - 12 (1) (where n, m is a positive integer, m ≤ n ) 2n + 23n - 2 (n - 1) + 23n - 1 ≤ n 4n + 36 n - 4(n - 1) + 36 n - 1( 2 ) (where positive integer n 1). Inequality from?