Difference between countably infinite and uncountably infinite
Answers
Answered by
1
Countably infinite are sets which can be bijectively mapped to the integers.
Example- the rationale are countably infinity.
Uncountably infinity is setthat maps every element of a set to a unique integer, but no function exists going other way.
Example- the rationale are countably infinity.
Uncountably infinity is setthat maps every element of a set to a unique integer, but no function exists going other way.
Similar questions