Question

Use properties of logarithms with the given approximations to evaluate the expression.
loga3=.477 and loga2=.301. Use one or both of these values to evaluate loga27

Answer 1

\[\log_a(27)=\log_a(3^3)=3\times \log_a(3)\]

Answer 2

so \(3\times .447\) is your answer

Answer 3

1.341 is the wrong answer so it says

Answer 4

whatever "it" is, "it" is mistaken

Answer 5

the website said the answer is 1.431 how is that so?

Answer 6

because i made a typo. it is \(\log_a(3)=.477\) and
\(3\times .477=1.431\)