Question

how do you evaluate ln(e)^1/5 or ln 5root of e

Answer 1

use the log property :

\(\large \ln a^b = b \times \ln a\)

Answer 2

Oh okay hold on let me see what i get.

Answer 3

and keep in mind that the base of of \(\ln\) is \(e\)

Answer 4

\[\log_b(b^x)=x\]

Answer 5

so would it be lne^1/5=1/5*lne and then solve ?

Answer 6

no