Back to marketplace
Boolean Algebra Rules
No description yet. This curated deck is ready for daily study.
Total cards: 21•Content version: v4•Public deck•Updated: 8/1/2026
Card preview (21)
#1
Front (Question)
A.0 =
Back (Answer)
A.0 = 0
#2
Front (Question)
A.1 =
Back (Answer)
A.1 = A
#3
Front (Question)
A.A =
Back (Answer)
A.A = A
#4
Front (Question)
A+0 =
Back (Answer)
A+0 = A
#5
Front (Question)
A+1 =
Back (Answer)
A+1 = 1
#6
Front (Question)
A+A =
Back (Answer)
A+A = A
#7
Front (Question)
A+A’ =
Back (Answer)
A+A’ = 1
#8
Front (Question)
A.A’ =
Back (Answer)
A.A’ = 0
#9
Front (Question)
A’’ =
Back (Answer)
A’’ = A
#10
Front (Question)
A.B =
Back (Answer)
A.B = B.A
#11
Front (Question)
A+B =
Back (Answer)
A+B = B+A
#12
Front (Question)
A.(B.C)
Back (Answer)
A.(B.C) = (A.B).C
#13
Front (Question)
A+(B+C)
Back (Answer)
A+(B+C) = (A+B)+C
#14
Front (Question)
A.(B+C)
Back (Answer)
A.(B+C) = A.B+A.C
#15
Front (Question)
(A+B).(C+D)
Back (Answer)
(A+B).(C+D) = A.C+A.D+B.C+B.D
#16
Front (Question)
A+(A.B)
Back (Answer)
A+(A.B) = A
#17
Front (Question)
A.(A+B)
Back (Answer)
A.(A+B) = A
#18
Front (Question)
State the two S’s of De Morgan’s Law
Back (Answer)
Split and Switch
#19
Front (Question)
State De Morgan’s Law first law
Back (Answer)
____ __ __ A + B = A . B
#20
Front (Question)
State De Morgan’s Law second law
Back (Answer)
____ __ __ A . B = A + B
#21
Front (Question)
What is Boolean algebra used for?
Back (Answer)
It’s used to represent logical expressions in a truth table.