Evaluate (log3 16)/(log3 2)
Using the laws of logarithms, we know that:
log3 16 = log3 (2^4) = 4 log3 2
Therefore:
(log3 16)/(log3 2) = (4 log3 2)/(log3 2) = 4
So the answer is 4.
log3 16 = log3 (2^4) = 4 log3 2
Therefore:
(log3 16)/(log3 2) = (4 log3 2)/(log3 2) = 4
So the answer is 4.