How do you condense $l og25 + log2x – log210$ ?

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Answer 1 · 2016-05-27T13:57:35

Combine logs with the same base to arrive at
$log((5x)/21)$

Combine logs with the same base in this way:

$log25+log(2x)-log210$

$log((25*2x)/210)$

and now we can simplify:

$log((25x)/105)$

$log((5x)/21)$

How do you condense l og25 + log2x – log210l og25 + log2x – log210?