Solve the Logarithm Expression: 2log₈2 + log₈3

Question

$2\log_82+\log_83=$

00:00 Solve

00:04 Let's use the power log formula

00:15 Let's use this formula in our exercise

00:21 Let's solve the power

00:33 Let's use the logarithm addition formula

00:39 Let's use this formula in our exercise

00:50 Let's solve the parentheses

00:55 And this is the solution to the question

$2\log_82=\log_82^2=\log_84$

$2\log_82+\log_83=\log_84+\log_83=$

$\log_84\cdot3=\log_812$

$\log_812$