How do you simplify #lne^lnx#?

2 Answers
Apr 3, 2018

Answer:

#lne^lnx=lnx#

Explanation:

As #lna^b=b*lna#,

#lne^lnx=lnx*lne#

but as base in #lnx# is #e#, #lne=1#

hence #lne^lnx=lnx#

Apr 3, 2018

Answer:

#lnx#

Explanation:

it's known that:
#lne^lnx#=#lnx*lne#
And
#lne=1#
#therefore##lne^lnx=lnx#