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Which of the following sets is an infinite set? -{1, 2, 3 . . . 100} -empty set -the set of whole numbers less than one billion -the set of natural numbers -none of the above
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infinite set means that we can't count the number of elements. first set, there are 100 numbers<----counted. 2nd set,0 elements.<-----counted. 3rd set, billion elements<----counted 4th set of natural numbers->infinite.
So it's an empty set?
if we cant count it, then why is it called a countably infinite set?
If something is countable it cant be infinite
@RoxyV16 nopes, empty set has 0 elements,not infinite. natural numbers is set of infinite numbers. countably infinite means we can count it in infinite time.
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