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Create a set and call it A. Next, create a subset of A and call it B. Draw a Venn diagram to illustrate your two sets. You may use Paint, Word, Power Point, or draw by hand and scan. Finally, find B′. To receive full credit for this problem, you must: Clearly state A. Clearly state B. Cleary state B′. Submit a copy of your Venn diagram.
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You are just coming up with an arbitrary set of numbers so lets do that Lets call set A [1, 3] now lets call set B [2] it is a subset because it contains a number that is present in set A but doesn't contain any numbers not in A Does that make sense?
a little engagement would be nice
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