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Given-that-a-1-b-gt-0-Prove-the-followings-1-1-2-a-b-2-a-1-2-1-b-2-a-b-2-2-1-4-a-b-3-a-1-3-1-b-3-a-b-3-




Question Number 142325 by loveineq last updated on 30/May/21
Given that a ≥ 1 ≥ b > 0. Prove the followings:             (1)              (1/2)(a−b)^2  ≤ (a−1)^2 +(1−b)^2  ≤ (a−b)^2       (2)              (1/4)(a−b)^3  ≤ (a−1)^3 +(1−b)^3  ≤ (a−b)^3
Giventhata1b>0.Provethefollowings:(1)12(ab)2(a1)2+(1b)2(ab)2(2)14(ab)3(a1)3+(1b)3(ab)3

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