Calculate directly without using a calculator.
Recall the product law of logarithms
logb(x) + logb(y) = logb(DjL4owsygaI+YRXbIk2IAQ==)
Rewrite as a single logarithm.
where a = pZ2Wc6DIXxs=.
Observing that the base of log2($B) is 2, write $B as a power of 2.
where b = qjqZz1N+poo=.
At this point, there are at least two ways to continue simplifying. We will choose to use the power law of logarithms.
Thus,
where b = qjqZz1N+poo=.
One further law of logarithms is needed to complete the problem:
logb(b) = 0VV1JcqyBrI=
Thus,
= qjqZz1N+poo=.