Найдите значение выражения (53)26⋅2621062\frac{(5^{\sqrt{3}})^{2\sqrt{6}}\cdot 2^{6\sqrt{2}}}{10^{6\sqrt{2}}}1062(53)26⋅262▸Ответ1▸Решение(53)26⋅2621062=\frac{(5^{\sqrt{3}})^{2\sqrt{6}}\cdot 2^{6\sqrt{2}}}{10^{6\sqrt{2}}}=1062(53)26⋅262=562⋅262562⋅232=\frac{5^{6\sqrt{2}}\cdot 2^{6\sqrt{2}}}{5^{6\sqrt{2}}\cdot 2^{3\sqrt{2}}}=562⋅232562⋅262=562−62⋅262−62=5^{6\sqrt{2}-6\sqrt{2}}\cdot 2^{6\sqrt{2}-6\sqrt{2}}=562−62⋅262−62=50⋅20=15^0\cdot 2^0=150⋅20=1