In any number base, you would represent the base as "10". The fact that we call them "base 2, base 16, base 32" etc is all based on the base 10 system.
How is it that people still do not understand that there is no such thing as "Base 2" ...
...in any number base, the base is invariably "10"
LK
Did you read the Wiki that Heatmeister posted?
No it's not. Did you read the Wiki that Heatmeister posted? I would recommend you do.
No. ...I wrote it.
Actually, that's not entirely true. My bad. For example, it's not possible toHuh? It says right in that Wiki:
"However, any real number can be represented with any base.
What the hell are you talking about there is only base 10?
It seems you are contradicting yourself.
My MBP came with 20gbs knocked off. The hard drive is 320gb but the operating system + all the crap Apple pack on (fonts, different languages, iWork trial, MS word trial and so on..)
Actually, that's not entirely true. My bad. For example, it's not possible to
exactly represent the real number 1.10 (decimal) as a binary number --
at least, not with a finite supply of #2 (decimal) pencils.
there are 10 kinds of people in this world. those that understand binary and those that don't lol