Question

For any positive number b not equal to 1 and any number or variable n, evaluate the following expression.

logb(b^n) =
wit logb being the base

Answer 1

n

Answer 2

how did u get it?

Answer 3

Assuming n is positive:

logb(b^n) = nlogb(b)
and in general: loga(b) = log(b)/log(b) so in this case we have:
nlogb(b) = n (log(b)/log(b)) = n

Answer 4

thank you

Answer 5

correction: and in general: loga(b) = log(b)/log(b) so in this case we have:
I meant and in general loga(b) = log(b)/log(a)