Boolean Algebra

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Total cards: 24•Content version: v4•Public deck•Updated: 8/1/2026

Card preview (24)

Front (Question)

¬(¬A) =

Back (Answer)

Front (Question)

A∧ ¬A =

Back (Answer)

Front (Question)

A∨ ¬A =

Back (Answer)

Front (Question)

conjunction

Back (Answer)

AND

Front (Question)

disjunction

Back (Answer)

Front (Question)

Exclusive disjunction

Back (Answer)

XOR

Front (Question)

Negation

Back (Answer)

NOT

Front (Question)

∧

Back (Answer)

AND (*)

Front (Question)

∨

Back (Answer)

OR (+)

#10

Front (Question)

De Morgan’s Law (first)

Back (Answer)

¬ (A∨B) = (¬ A) ∧(¬ B) NOT (A OR B) is the same as (NOT A) AND (NOT B)

#11

Front (Question)

Distribution LAW (OR)

Back (Answer)

A∧(B∨C)=(A∧B)∨(A∧C) A AND (B OR C) is the same as (A AND B) OR (A AND C)

#12

Front (Question)

Distribution LAW (AND)

Back (Answer)

A∨(B∧C)= (A∨B)∧(A∨C) A OR (B AND C) is the same as (A OR B) AND (A OR C)

#13

Front (Question)

Association LAW (OR)

Back (Answer)

A∨(B∨C)=(A∨B)∨C= A∨B∨C A OR (B OR C) is the same as (A OR B) OR C is the same as A OR B OR C

#14

Front (Question)

Association LAW (AND

Back (Answer)

A∧(B∧C)=(A∧B)∧C= A∧B∧C A AND (B AND C) is the same as (A AND B) AND C is the same as A AND B AND C

#15

Front (Question)

commutation LAW AND

Back (Answer)

A∧B = B∧A The order in which two variables are AND’ed makes no difference

#16

Front (Question)

commutation LAW OR

Back (Answer)

A∨B = B∨A The order in which two variables are OR’ed makes no difference

#17

Front (Question)

Absorption Law AND

Back (Answer)

A∨(A∧B) = A X OR (X AND Y) is the same as X

#18

Front (Question)

Absorption Law OR

Back (Answer)

A∧(A∨B)=A X AND (X OR Y) is the same as X

#19

Front (Question)

X∧0=

Back (Answer)

#20

Front (Question)

X∧1=

Back (Answer)

#21

Front (Question)

X∧X=

Back (Answer)

#22

Front (Question)

X∧¬X=

Back (Answer)

#23

Front (Question)

X∨0 =

Back (Answer)

#24

Front (Question)

X∨1 =

Back (Answer)