In 3040, construct an algebraic proof for the given statement. Cite a property from

Chapter 6, Problem 37

(choose chapter or problem)

For all sets A and B, \(\left(B^{c} \cup\left(B^{c}-A\right)\right)^{c}=B\).

Text Transcription:

(B^c cup(B^c -A))^c =B

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