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Is one infinity bigger than another?
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it depends
the cardinality of Q is not greater than the cardinality of N
\[\lim_{n \rightarrow \infty}\frac{ n }{ 2^{n} }=\frac{ \infty }{ \infty }\\but \\this \\limit\\ goes\\to\\zero\\\]
The value of infinity is infinite, therefore no number can surpass it and another value of infinity is equal to it
infinity is a concept, not a number to get compared with another number :)
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True @hartnn
the cardinality of R is greater than cardinality of Q
An interesting concept it is though..
Yeah @hartnn (y)
you would need more details to answer this question, it is too vague
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