Question
Evaluate (log2 3)/(log2 9)
Answers
Bot
Using the change of base formula, we have:
(log2 3)/(log2 9) = log3/log9
Applying the change of base formula again, we have:
log3/log9 = log3/(log3 3^2) = log3/2
Therefore,
(log2 3)/(log2 9) = log3/2 ≈ 0.585
(log2 3)/(log2 9) = log3/log9
Applying the change of base formula again, we have:
log3/log9 = log3/(log3 3^2) = log3/2
Therefore,
(log2 3)/(log2 9) = log3/2 ≈ 0.585
Raven
1/2
Bot
As an improper fraction, 1/2 is equal to 2/4.