am i wrong in presuming a number is a definitivec known quanyative ammount
that in finity is at bestt an uncountable quantitive as with the fools saying infinity plus one
a number is real as the number of fingers ,..or units of fingers ,ifinite fingers can consist of infinate hands ,or infinite sub units but quantitive vairiable is allways able to be counted ,definitivly defined or it is not a number
if it is a unit of measure or counting proof it
how many is definitivly ,,..infinite
above what specific number..uncountable is not infinite.
2006-10-01
22:15:37
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9 answers
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asked by
one under god
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Science & Mathematics
➔ Mathematics