Given the following sets: W={w | w is a whole number}, A={a | a=2w+2, w∈W} A⊆W, B={b | b=2w+1, w∈W} B⊆W Determine the following: (A ∪ B) ∪ {0}explain the answer.



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Posted on (Answer #1)

The answer is W.

A is the set of even numbers excluding zero. B is the set of odd numbers, 0 is not part of that set either. 

W          A            B
0           2             1
1           4             3
2           6             5


Thus (AUB)U{0}=W


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