An empty set is a finite set is this statement true or false?why?
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The statement is true.
Reason:
A finite set is a set with limited elements.
An empty set has a cardinality(number of elements in a set) of zero and hence it is limited.
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Answer:
=》If a set contains finite numbers of elements, then it is called as finite set.
An empty set doesn't contain any elements. The cardinal number of empty set is 0 which is fixed and doesn't change. So, empty set is a finite set.
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