properties of power set
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For a given set S with n elements, number of elements in P(S) is 2^n. As each element has two possibilities (present or absent}, possible subsets are 2×2×2.. n times = 2^n. Therefore, power set contains 2^n elements. Power set of a finite set is finite.
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Required Answer :
- For a given set S with n elements, number of elements in P(S) is 2^n.
- As each element has two possibilities (present or absent}, possible subsets are 2×2×2.. n times = 2^n.
- Therefore, power set contains 2^n elements. Power set of a finite set is finite.
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