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As a side note, it can be shown that the rational numbers, i.e., the numbers that can be represented as the ratio of two integers, have a one-to-one correspondence to the integers, or for that matter, to the natural numbers.
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Another math term oddity.
TheFallibleFiend 11/09/2010 5:50 PM ![]()
Re: Another math term oddity.
Faldage 11/09/2010 11:41 PM ![]()
Re: Another math term oddity.
TheFallibleFiend 11/10/2010 12:45 AM ![]()
Re: Another math term oddity.
olly 11/10/2010 3:07 AM ![]()
Re: Another math term oddity.
Faldage 11/10/2010 1:15 PM ![]()
Re: Another math term oddity.
olly 11/11/2010 2:17 AM ![]()
Re: Another math term oddity.
TheFallibleFiend 11/10/2010 2:18 PM ![]()
Re: Another math term oddity.
tsuwm 11/10/2010 3:32 PM ![]()
Re: Another math term oddity.
Faldage 11/10/2010 4:15 PM ![]()
Re: Another math term oddity.
TheFallibleFiend 11/10/2010 5:26 PM ![]()
Re: Another math term oddity.
TheFallibleFiend 11/10/2010 9:00 PM
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