Question

use properties of logarithms to expand the logarithmic expression as much as possible.

log 11^(11x) is the answer x? I have no clue

Answer 1

is this:
\[\log_{11}11^{x}\]
or\[\log11^{11x}\]
?

Answer 2

The first one...

Answer 3

ah, so you want to use the property:
\[\log(a^{b}) = b*\log(a)\]
so now we have:
\[xlog_{11}11 = x(1) = x\]

Answer 4

Or \[\log_{11} 11x\]

Answer 5

Ooh, okay, I think I got it...