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1.4.3 Boolean algebra - Ali

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

Card preview (24)

#1
Front (Question)

Name all the logic gates in A-Level specification

Back (Answer)

.NOT .AND .OR .XOR

#2
Front (Question)

Draw a NOT gate with input labelled as A and output as Q

Back (Answer)

#3
Front (Question)

Write the truth table for a NOT gate

Back (Answer)

Input A - Output Q 0 1 1 0

#4
Front (Question)

Draw an AND gate with input labelled as A and B and output as Q

Back (Answer)

#5
Front (Question)

Write the truth table for AND gate

Back (Answer)

Input A - Input B - Output Q 0 0 0 0 1 0 1 0 0 1 1 1

#6
Front (Question)

What is the boolean algabraic expression of NOT gate

Back (Answer)

¬

#7
Front (Question)

What is the boolean algebraic expression for an AND gate

Back (Answer)

#8
Front (Question)

Draw a OR gate with input labelled as A and B and output as Q

Back (Answer)

#9
Front (Question)

Write the truth table for an OR gate

Back (Answer)

Input A - Input B - Output Q 0 0 0 1 0 1 0 1 1 1 1 1

#10
Front (Question)

What is the boolean algebraic expression for a OR gate

Back (Answer)

v

#11
Front (Question)

Draw a XOR gate with input labelled as A and output as Q

Back (Answer)

#12
Front (Question)

Write the truth table for an XOR Gate

Back (Answer)

Input A - Input B - Output Q 0 0 0 1 1 0 1 0 1 0 1 1

#13
Front (Question)

What is the boolean algebraic expression for a XOR gate

Back (Answer)

#14
Front (Question)

Define Boolean

Back (Answer)

Binary True or False

#15
Front (Question)

Define Boolean algebra

Back (Answer)

Branch of Algebra that deals with binary variables and logic operation

#16
Front (Question)

What are Karnaugh Maps used for

Back (Answer)

Simplify boolean expressions of 2,3, and 4 inputs

#17
Front (Question)

Name all Simplifying Boolean algebra

Back (Answer)

. De Morgan Law . Distribution . Association . Commutation . Double Negation

#18
Front (Question)

What is De Morgan Law

Back (Answer)

-(A^B) = -AV-B -(AVB) = -A^-B

#19
Front (Question)

What is the distribution law

Back (Answer)

A^(BVC) = (A^B)V(A^C) AV(B^C) = (AVB)^(AVC) A^(B^C) = (A^B)^(A^C) AV(BVC) = (AVB)V(AVC)

#20
Front (Question)

What is the association law

Back (Answer)

(A^B)^C = A^(B^C) = A^B^C (AVB)VC = AV(BVC) = AVBVC

#21
Front (Question)

What is the Commutation law

Back (Answer)

AVB = B^A A^B = BVA

#22
Front (Question)

What is the double negation law

Back (Answer)

–A = A

#23
Front (Question)

What are adders

Back (Answer)

When logic gates are physically combined to be used for addition in CPU

#24
Front (Question)

What are the types of adders?

Back (Answer)

Full adder Half adder