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WorksheetsLogic gates
Total questions: 81
Worksheet time: 43mins
Computers use logic gates to transform the 1s and 0s from input wires. A logic gate accepts inputs and then outputs a result based on their state
Fasle
True
Which logic gate is this?
AND
OR
NOT
NAND
Which logic gate is this?
OR
AND
NOT
NOR
What will this gate's output be?
0
1
What will this gate's output be?
0
1
What type of logic gate is this table showing?
OR
AND
NOT
What type of logic gate is this table showing?
NOT
OR
AND
NAND
Which logic gate is this?
OR
AND
NOT
NOR
What will this gate's output be?
1
0
How many different combinations of 1 and 0 are possible with 2 bits?
1
2
3
4
.
How many different combinations of 1 and 0 are possible with 1 bit?
1
2
3
4
How many different combinations of 1 and 0 are possible with 3 bits?
4
5
6
7
8
A=1
B=0
What is the value of Z?
1
0
What will the circuit's output be?
1
0
The simplest gate is the ......... gate, also known as an inverter. It accepts a single input and outputs the opposite value
NOT
AND
NAND
AND
What is this gate?
AND gate
NOT gate
OR gate
NOR gate
What is this gate?
AND gate
NAND gate
XOR gate
NOR gate
What is this gate?
NAND gate
AND gate
NOR gate
NOT gate
What is this gate?
XOR gate
NAND gate
AND gate
NOT gate
What is this gate?
NOT gate
OR gate
XOR gate
NOR gate
What is this gate?
NOR gate
OR gate
XOR gate
AND gate
How many outputs there will be?
4
3
8
18
How many outputs there will be?
8
4
16
1
What is the Boolean expression for this?
Z=A+B
Y=A+B
Y=A.B
X=A.B
What is the Boolean expression for this?
X=A.((B+C)+B')
X=A+((B.C)+B')
X=A.((B.C)+B')
X=A+(B.C.B')
What is Z if A = 0 and B = 0?
(a)
What is Z if A = 1 and B = 0
(a)
What is the final output?
(a)
What is Z if A = 1 and B = 1
(a)
What is Z of A = 0 and B = 1
(a)
What is the Boolean expression for this?
Z=(A'+B)+(A.B')
Z=(A'.B).(A.B')
E=(A'.B)+(A.B')
Z=(A'.B)+(A.B')
What is the Boolean expression for this?
Z=(X'.Y)+(X.Y')
Z=(X'.Y).(X.Y')
Z=(X'+Y)+(X.Y')
Z=(X'+Y).(X+Y')
What is Z when X = 1 and Y = 1
(a)
What is the Boolean expression for this?
X=((A'.B).(A'.C'))+(B.C)
X=((A'.B).(A.C))+(B.C)
X=((A'.B).(A'.C')).(B.C)
X=((A.B).(A.C))+(B.C)
Write Boolean expression for this truth table using sum-of-products
(a)
What is the Boolean expressions for X?
X=((P OR Q) XOR R
X=((P XOR Q) XOR R
X=(P'.Q+P.Q')'.R+(P'.Q+P.Q').R'
X=(P'.Q'+P.Q')'.R+(P'.Q'+P.Q').R'
What is the Boolean expression for Y?
Y=((P OR Q) AND R) OR (P NAND Q)
Y=(P'.Q+P.Q').R+P.Q
Y=((P XOR Q) AND R) OR (P AND Q)
Y=(P'.Q'+P'.Q').R+P.Q
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