Originally posted by: DurocShark
heh... I thought this would be another JRun thread. 😱
Originally posted by: raptor13
Actually, there aren't more of them. There's an infinite number of each and, while the real numbers between 0 and 1 aren't countable like the natural numbers are, they do not outnumber them.
Chew on that, JRUN.
Originally posted by: Ogg
Originally posted by: raptor13
Actually, there aren't more of them. There's an infinite number of each and, while the real numbers between 0 and 1 aren't countable like the natural numbers are, they do not outnumber them.
Chew on that, JRUN.
:thumbsup:
Originally posted by: raptor13
Actually, there aren't more of them. There's an infinite number of each and, while the real numbers between 0 and 1 aren't countable like the natural numbers are, they do not outnumber them.
Chew on that.
Originally posted by: Calin
Originally posted by: raptor13
Actually, there aren't more of them. There's an infinite number of each and, while the real numbers between 0 and 1 aren't countable like the natural numbers are, they do not outnumber them.
Chew on that.
Well, that's not true. While the one and the other are both infinite, the natural number are nummerable, while the real numbers are not nummerable.
The rational numbers (that can be written as m/n, where m and n are integers) are nummerable. Real numbers are NOT. So, in the specified interval of values, the real numbers "infinitely outnumber" the rational numbers, which are "nummerable" infinite.
Calin
Originally posted by: raptor13
Actually, there aren't more of them. There's an infinite number of each and, while the real numbers between 0 and 1 aren't countable like the natural numbers are, they do not outnumber them.
Chew on that.