Log2^64?
huh?
64 log 2
2^6 = 64, so ...
I have a sneaking suspicion that you meant, I think oobleck did too
log2 2^64 ,
then ...
= 64 log2 2
= 64(1) = 64
If not, then go with Damon.
To find log base 2 of 64, you need to determine the exponent to which you need to raise 2 in order to obtain 64. In other words, you need to find the power that 2 needs to be raised to in order to equal 64.
To solve this, you can start by asking yourself the question, "What number, when raised to the power of 2, gives 64?" By observing, you can notice that 2 raised to the power of 6 equals 64 (2^6 = 64).
Therefore, log base 2 of 64 is 6 (log2(64) = 6).
In summary, to determine log base 2 of 64, you need to find the power to which 2 needs to be raised to equal 64. In this case, it is 6.