evaluate: $log_{6}1,296 = square$
evaluate: $log_{6}1,296 = square$
Answer
Explanation:
Step1: Recall logarithm definition
A logarithm $\log_b a = x$ means $b^x = a$. We need to find $x$ where $6^x = 1296$.
Step2: Calculate powers of 6
$6^1 = 6$, $6^2 = 36$, $6^3 = 216$, $6^4 = 1296$
Answer:
$4$