Question

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Answer 1

Answer: $5^6=15,625$

Step-by-step explanation:

To solve this exercise it is important to remembet the definition Definition of a Logarithm:

If $x >0$ and, $b>0,$$b\neq 1$, then $y = log_bx$ is equivalent to $b^y=x$ (which is the exponential form).

Knowing this definition and having  the following logarithmic equation:

$6=log_515,625$

You can identify that:

$b=5\\y=6\\x=15,625$

Therefore, susbtituting values into $b^y=x$, you can rewrite this equation as an exponential equation. Then:

$5^6=15,625$