Question 927994

Write the expression as a sum and or difference of logarithms express powers as factors.  Problem: log base 5(25x)  I tried this: log base 5 25+log base 5 x so if you put it in exponential form you get 5^x=25 and 5^x=x.  I'm not sure if i'm doing this right.  I get lost in the steps.  The answer is supposed to be 2+log base 5 then big x. 
<pre>
{{{log (5, 25x)}}}
{{{log (5, 25) + log (5, x)}}}
{{{log (5, 5^2) + log (5, x)}}}
{{{2 * log (5, 5) + log (5, x)}}}
{{{2(1) + log (5, x)}}}_____{{{highlight_green(2 + log (5, x))}}}