Задание

Найдите значения выражений.

\(\frac{19\cdot5^{\sqrt{\log_{5}{10}}}}{10^{\sqrt{\log_{10}{5}}}}\)

\(6log_7{\sqrt[3]{7}}\)

\(log_5{60}-log_5{12}\)

\(log_5{9}\cdot{log_3{25}}\)

\(7\cdot{5^{log_{5}{4}}}\)

\(\frac{\log_{14}{2}}{\log_{14}{4}}+\log_{4}{0,5}+\log_{2}{0,5}\)

\(log_4{log_5{25}}\)

\(\frac{log_2{12,8}-log_2{0,8}}{8\cdot5^{log_{25}{16}}}\)

\(\frac{log_3{5}}{log_3{7}}+log_7{0,2}\)

\(log_{\sqrt7}^2{49}\)

\(log_2{16}\cdot{log_6{36}}\)

\(\frac{9log_3{18}}{2+log_3{2}}\)

\(log_{a}{(ab^3)},\) если \(log_{b}{a}=\frac{1}{7}\)

\(28\)

\(16\)

\(9\)

\(8\)

\(0\)

\(19\)

\(1\)

\(0,125\)

\(2\)

\(0,5\)

\(-1\)

\(22\)

\(4\)