How do you expand $log (6/5)^6$ ?

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Answer 1 · 2018-08-12T07:34:09

$log(6/5)^6=6log6-6log5$

As $log(a/b)=loga-logb$ and $loga^m=mloga$

hence $log(6/5)^6$

= $6log(6/5)$

= $6(log6-log5)$

= $6log6-6log5$

How do you expand log (6/5)^6log (6/5)^6?