If A ∪ B= {a, c, e, i, m, n, o} and A ∩ B={e, i, o}. Then AΔB is _____?
- {a, c, m, n}
- {a, m, n}
- {a, c, e}
- None of these
Explanation
Understanding the Symmetric Difference
AΔB = (A ∪ B) - (A ∩ B)
Given: A ∪ B = {a, c, e, i, m, n, o} and A ∩ B = {e, i, o}
Calculating the Symmetric Difference
AΔB = {a, c, e, i, m, n, o} - {e, i, o}
= {a, c, m, n}
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