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Find the Power Set (0,2)

Problem

š’«*({0,2})

Solution

  1. Identify the elements of the given set. The set is S={0,2} which contains n=2 elements.

  2. Determine the number of subsets in the power set. The number of subsets is given by 2 so there are 2=4 subsets.

  3. List all possible subsets of S starting with the empty set and then sets containing one element and two elements.

  4. Construct the power set by grouping all identified subsets into a single set.

Final Answer

š’«*({0,2})={āˆ…,{0},{2},{0,2}}


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