Simplify $lnx^(1/2)+lnx^(1/3)$ ?

Question

1663 views around the world

You can reuse this answer
Creative Commons License

Answer 1 · 2017-08-24T05:11:51

$lnx^(1/2)+lnx^(1/3)=5/6lnx$

We can use here $lna^m=mlna$

Hence, $lnx^(1/2)+lnx^(1/3)$

= $1/2lnx+1/3lnx$

= $lnx(1/2+1/3)$

= $5/6lnx$

Simplify lnx^(1/2)+lnx^(1/3)lnx^(1/2)+lnx^(1/3)?