Question

So sánh 222^333 vs 333^222

 

Answer 1

222^333>333^222

Answer 2

Ta có: \(222^{333}=\left(2.111\right)^{3.111}\)\(=8^{111}.\left(111^{111}\right)^2.111^{111}\)

          \(333^{222}=\left(3.111\right)^{2.111}\)\(=9^{111}.\left(111^{111}\right)^2\)

=> \(222^{333}>333^{222}\)