((\sqrt{2})^{\sqrt{2}})^{\sqrt{2}}= (\sqrt{2})^2= 4^{1-2\sqrt{3}} \cdot 16^{1+\sqrt{3}}=4^{1-2\sqrt{3}}\cdot 4^{2+2\sqrt{3}}=4^{1-2\sqrt{3}+2+2\sqrt{3}}=4^3= (5^{\sqrt[5]{8}})^{\sqrt[5]{4}}=5^{\sqrt[5]{8}\cdot \sqrt[5]{4}} =5^{\sqrt[5]{32}} =

Задание

Заполни пропуски

\(((\sqrt{2})^{\sqrt{2}})^{\sqrt{2}}= (\sqrt{2})^2= \) [ ]
\(4^{1-2\sqrt{3}} \cdot 16^{1+\sqrt{3}}=4^{1-2\sqrt{3}}\cdot 4^{2+2\sqrt{3}}=4^{1-2\sqrt{3}+2+2\sqrt{3}}=4^3= \) [ ]
\((5^{\sqrt[5]{8}})^{\sqrt[5]{4}}=5^{\sqrt[5]{8}\cdot \sqrt[5]{4}} =5^{\sqrt[5]{32}} =\) [ ]