Question

log x 32 = 5

log 32 base x = 5​

Answer 1

Resolver o logaritimo:

$\sf \log_{x}~32 = 5$

Converta na forma exponencial sendo $\sf \log_{a}~b = c~\Rightarrow~a^c = b$

$\sf x^5 = 32$

$\sf x^5 = 2^5$

$\sf x = \sqrt[5]{2^5}$

Anula a raiz pois índice e expoente são iguais

$\sf x = \sqrt[\cancel{5}]{2^{\cancel{5}}}$

$\red{\sf x = 2}$