QuestionSimplify the expression without using a calculator. $$\log _{5} 5^{14}=$$ $\square$ $\square \log _{\square}$

Studdy Solution
Simplify $\log_{5} 5$. By the definition of logarithms, $\log_{b} b = 1$.
Thus, $\log_{5} 5 = 1$.
Substitute back into the expression:
$$14 \cdot \log_{5} 5 = 14 \cdot 1 = 14$$
The simplified expression is:
$$\boxed{14}$$