\(2^{333}=\left(2^3\right)^{111}=8^{111}\\ 3^{222}=\left(3^2\right)^{111}=9^{111}\)
VÌ\(8^{111}< 9^{111}\Rightarrow2^{333}< 3^{222}\)
\(2^{333}=8^{111}< 9^{111}=3^{222}\)
2333=(23)111=81113222=(32)111=91112333=(23)111=81113222=(32)111=9111
VÌ8111<9111⇒2333<3222