Uncountably many.
The cardinality of the set of all binary sequences is the same as the cardinality of the continuum (or, if you prefer, the interval (0,1) ). This is more than the number of natural, or counting numbers (which is the same as the number of rational numbers, i.e. the set of numbers of the form a/b where a and b are both integers and b is nonzero).
Posted By: Old Man on October 6th 2018 at 17:07:16
Message Thread
- We are the Binary Boys (NCFC) - Old Git, Oct 6, 17:00:00
- Uncountably many. (NCFC) - Old Man, Oct 6, 17:07:16
- I was literally you g to post exactly that. (n/m) (NCFC) - Pixelman, Oct 6, 17:48:37
- I’ve gone cross eyed. (n/m) (NCFC) - Bungle, Oct 6, 17:12:59
- Oh (NCFC) - Old Git, Oct 6, 17:10:16
- 1-0 to the Arsenal (n/m) (NCFC) - Thegelman, Oct 6, 17:06:36
- More than our 1 (n/m) (NCFC) - SCC 28, Oct 6, 17:02:39
- GIYLF (NCFC) - Bungle, Oct 6, 17:02:37
- Oi oi, someone's saucy now Geoffrey's not around to keep order!! (n/m) (NCFC) - Old Git, Oct 6, 17:03:13
- 9 (n/m) (NCFC) - Men without hats, Oct 6, 17:01:32
- Uncountably many. (NCFC) - Old Man, Oct 6, 17:07:16
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