Question

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

Answer 1

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

Explanation:

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`