Question

How do you simplify `5e^(1/2lnx)`?

Answer 1

It is `5sqrtx`

Explanation:

It is

`5*e^(1/2lnx)=5*e^(lnsqrtx)=5*(sqrtx)`

Using the identity `e^(alnb)=e^(ln(b^a))=b^a`