Question

log5 sqrt 625 -- evaluate to simplest form

Answer 1

\[\log_5(625)=\log_5(5^4)=4\]

Answer 2

you are trying to solve
\[5^x=625\] and if you recognize that
\[5^4=625\] then the answer is 4

Answer 3

I think the answer is 2 because it says sqrt 625 which is 25 = 5^2

Answer 4

because this will be 4log_5(5) this is equal 4

Answer 5

log_5(5) =1