Question

why an empty sat is a finite set jutify

Answer 1

Answer:

It can be represented as { }, which shows that there is no element in a set. The cardinality of an empty set is 0 (zero), i.e., the number of elements is zero. The finite set is a set with a countable number of elements and as the empty set has zero element in it, so it is definite number of element.

Answer 2

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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