\(6^{33}=\left(6^3\right)^{11}=216^{11}\)
\(15^{22}=\left(15^2\right)^{11}=225^{11}\)
\(216^{11}< 225^{11}\Rightarrow6^{33}< 15^{22}\)
Ta có : 633 = 63.11 = (63)11 = 21611
1522 = 152.11 = (152)11 = 22511
Vì 21611 < 22511
=> 633 < 1522
Vậy 633 < 1522
6^33=3^66
15^22=3^110
=>3^66<3^110
=>6^33<15^22
Học tốt
\(6^{33}=\left(6^3\right)^{11}=216^{11}\)
\(15^{22}=\left(15^2\right)^{11}=225^{11}\)
Do\(216^{11}\)<\(225^{11}\)\(\Rightarrow6^{33}\)<\(15^{22}\)
\(6^{33}=\left(6^3\right)^{11}=216^{11}\)
\(15^{22}=\left(15^2\right)^{11}=225^{11}\)
\(\Rightarrow216^{11}< 225^{11}\)
NEN\(\Rightarrow6^{33}< 15^{22}\)
633= (63)11=21611
1522= (152)11 = 22511
21611 < 22511
Nên =>633 < 1522
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