Question

so sánh:

|-2016/2017| và (2017/-2016)²⁰⁰¹

Answer 1

\(\text{Ta có}:\left|-\frac{2016}{2017}\right|>0\)

            \(\left(\frac{2017}{-2016}\right)^{2001}< 0\left(\text{số mũ lẻ}\right)\)

\(\text{Do đó }\)\(\left|-\frac{2016}{2017}\right|>\left(\frac{2017}{-2016}\right)^{2001}\)

\(\text{Vậy}\)\(\left|-\frac{2016}{2017}\right|>\left(\frac{2017}{-2016}\right)^{2001}\)

Answer 2

Ta có : \(|\frac{-2016}{2017}|>0>\left(\frac{2017}{-2016}\right)^{2001}\)

\(\Rightarrow|\frac{-2016}{2017}|>\left(\frac{2017}{-2016}\right)^{2001}\)