Answer:
Option 2nd is correct
\(\log_4 x = 5\)
Step-by-step explanation:
Using logarithmic rules:
\(\log_b b^x = x\)
Given that:
\(4^5 = x\)
Taking log with base 4 to both side we have;
\(\log_4 4^5 = \log_4 x\)
Apply the logarithmic rules we have;
\(5 = \log_4 x\)
or
\(\log_4 x = 5\)
Therefore, \(4^5 = x\) as a logarithmic equation is: \(\log_4 x = 5\)
