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Proof: table [ [ Statements , Reasons ] , [ 1 . ( ( A B ) - b a r ( B -

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\table[[Statements,Reasons],[1.((AB)-bar(B-A))(AB),Glven],[2.((AB)bar(?bar(B-A)))(AB),],[3.((AB)(B-A))(AB),Question #19],[4.((AB)(Bbar(A)))(AB),Question #20 #21],[5.1((AB)B)bar(A),Question #22],[6.((B(BA))bar(A))(AB),Question #23],[7.(Bbar(A))(AB),Question #25],[8.(Bbar(A))(BA),Question #26],[9.B(?bar(A)A),Question#27],[10.BU,],
Question#28[11.B,]]
Identify the reason that belongs in the
Set Subtraction Law
Double Complement Law
Idempotent Laws
Associative Laws
Commutative Laws
Distributive Laws
Identity Laws
Domination Laws
Complement Laws
De Morgan's Laws
Absorption Laws
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