Question

What is the value of log5^125?

Answer 1

Explanation:

I'm going to assume you mean

`log(5^(125))` which can be rewritten as
`125 log(5)` since if you start with
`log(a) = x = > 10^x=a\\(10^x)^c=a^c\\c *log(a^c)`since when you do (10^x)^c you're just multiplying the exponent which is represented by the x but is equal to the log you just multiply the log which is why you can bring it in front.

You can then approximate the value of log(5) using a calculator and multiply by 125 to get around 87.371