(New page: Are there as many integers as rationals? Or as many as reals? If not, are there other sets whose size is inbetween? Back to MA375 Spring 2014 [[Category...) |
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Are there as many integers as rationals? | Are there as many integers as rationals? | ||
Or as many as reals? | Or as many as reals? | ||
If not, are there other sets whose size is inbetween? | If not, are there other sets whose size is inbetween? | ||
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[[2014 Spring MA 375 Walther|Back to MA375 Spring 2014]] | [[2014 Spring MA 375 Walther|Back to MA375 Spring 2014]] | ||
[[Category:MA375Spring2014Walther]] [[Category:Math]] [[Category:Project]] | [[Category:MA375Spring2014Walther]] [[Category:Math]] [[Category:Project]] | ||
Latest revision as of 08:28, 27 April 2014
Are there as many integers as rationals? Or as many as reals? If not, are there other sets whose size is inbetween?
