Ta có:9920=(992)10=980110
Vì 980110<999910
nên 9920<999910
\(99^{20}=\left(99^2\right)^{10}=9801^{10}=>9801^{10}< 9999^{10}\)
Vậy 9920 < 999910
\(9999^{10}=\left(99.101\right)^{10}=99^{10}.101^{10}>99^{10}.99^{10}=99^{20}\)
Vậy \(99^{20}< 9999^{10}\)