Question

What is log subscript 6 baseline e superscript f rewritten using the power property? e log subscript 6 baseline f f log subscript 6 baseline e log subscript 6 baseline (e times f) log subscript 6 baseline (e f)

Answer 1

The value of the given expression will be  $\rm (f\ Log_6\ e)$

What will be the value of the given expression in the question?

It is given in the question that

log subscript 6 baseline e superscript f

When we convert it into the mathematical form we get

$\rm=Log_6\ e^f$

Now from logarithmic property

$\rm Log_a\ u^n=n\ Log_a\ u$

By using this property the expression will become

$\rm Log_6\ e^f= f\ Log_a\ u$

Thus the value of the given expression will be $\rm Log_6\ e^f= f\ Log_a\ u$

To know more about Logarithmic functions follow

https://brainly.com/question/13473114

Answer 2

Answer:

flog6e

Step-by-step explanation:

promise it's correct