Resumen

\[\log_{8}(8^{5}) = \mathbf{?}\]

\[\log_{7}(7^{-5}) = \mathbf{?}\]

\[\log_{10}(10^{5}) = \mathbf{?}\]

\[\log_{5} (25) = \log_5\left(5^\mathbf{?}\right) = \mathbf{?}\]

\[\log_{5} (125) = \log_5\left(5^\mathbf{?}\right) = \mathbf{?}\]

\[\log_{3} (1) = \log_{3} (3^0) = \mathbf{?}\]

\[\log_{2} (1) = \mathbf{?}\]

\[\log_{7} (7^{2x+3}) = \mathbf{?}\]

\[\log_{8} (8^{x^{10}}+11) = \mathbf{?}\]

\[\log_{5} (5^{x^{7}}*5) = \mathbf{?}\]

\[\log_{5} (5^{4x^{9}}*5*5) = \mathbf{?}\]

\[\log_{10} (10^{10x^{10}}*10^{x+2})) = \mathbf{?}\]