Logaritmos y Polinomios 2 - Soluciones

\[\log_{4} (4^{x^{5}}*4) = \boxed{x^{5}+1}\]

\[\log_{5} (5^{x^{8}}*5) = \boxed{x^{8}+1}\]

\[\log_{6} (6^{x^{9}}*6*6) = \boxed{x^{9}+2}\]

\[\log_{9} (9^{x^{9}}*9*9) = \boxed{x^{9}+2}\]

\[\log_{9} (9^{9x^{9}}*9*9) = \boxed{9x^{9}+2}\]

\[\log_{7} (7^{7x^{10}}*7*7) = \boxed{7x^{10}+2}\]

\[\log_{7} (7^{3x^{4}}*7^{x+2})) = \boxed{3x^{4}+x+2}\]

\[\log_{9} (9^{7x^{10}}*9^{x+2})) = \boxed{7x^{10}+x+2}\]