a: \(\sqrt[3]{9}>\sqrt[3]{8}=2\)
b: \(2\sqrt[3]{3}=\sqrt[3]{24}< \sqrt[3]{54}=3\sqrt[3]{2}\)
c: \(\sqrt{2}+1=\sqrt[3]{7+5\sqrt{2}}\)
\(\text{a},2=\sqrt[3]{8}\)
ma 8 <9
=> \(\sqrt[3]{9}>\sqrt[3]{8}=>\sqrt[3]{9}>2\)
\(b,\sqrt[3]{8.3}=\sqrt[3]{24};\sqrt[3]{27.2}=\sqrt[3]{54}=>\sqrt[3]{24}< \sqrt[3]{54}=>2\sqrt[3]{3}< 3\sqrt[3]{2}\)
\(\sqrt[3]{7+5\sqrt{2}}=^3\sqrt{\left(\sqrt{2}+1\right)^3}=\sqrt{2}+1\)