ta có: \(33^{44}=\left(3.11\right)^{44}=3^{44}.11^{44}=\left(3^4\right)^{11}.11^{44}=81^{11}.11^{44}\) \(44^{33}=\left(4.11\right)^{33}=4^{33}.11^{33}=\left(4^3\right)^{11}.11^{33}=64^{11}.11^{33}\)Vì 8111 > 6411 và 1144 > 1133 suy ra: 3344 > 4433Tick nhaCâu trả lời: ta có: \(33^{44}=\left(3.11\right)^{44}=3^{44}.11^{44}=\left(3^4\right)^{11}.11^{44}=81^{11}.11^{44}\) \(44^{33}=\left(4.11\right)^{33}=4^{33}.11^{33}=\left(4^3\right)^{11}.11^{33}=64^{11}.11^{33}\)Vì 8111 > 6411 và 1144 > 1133 suy ra: 3344 > 4433Tick nha