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Logic Gates and Circuit Diagram

Total questions: 20

Worksheet time: 10mins

Name
Class
Date
1.

What is the basic function of a logic gate?

a)

Weather forecasting

b)

Musical composition

c)

Cooking recipes

d)

Perform basic logical functions

2.

Draw the circuit diagram for an AND gate.

a)

The circuit diagram for an AND gate has one input terminal

b)

The circuit diagram for an AND gate has a different symbol than described

c)

The circuit diagram for an AND gate has three input terminals

d)

The circuit diagram for an AND gate consists of two input terminals connected to the gate symbol and one output terminal connected to the gate symbol.

3.

Explain the truth table for an OR gate.

a)

A | B | Output, 1 | 0 | 1, 0 | 1 | 0, 1 | 1 | 0, 1 | 1 | 1

b)

A | B | Output, 1 | 0 | 0, 0 | 1 | 0, 1 | 0 | 0, 1 | 1 | 0

c)

A | B | Output, 0 | 0 | 0, 0 | 1 | 1, 1 | 0 | 1, 1 | 1 | 1

d)

A | B | Output, 0 | 0 | 1, 0 | 1 | 0, 1 | 0 | 1, 1 | 1 | 0

4.

How does a NOT gate function?

a)

Inverts the output

b)

Outputs the opposite of its input

c)

Amplifies the input

d)

Generates random output

5.

What is the symbol for a NAND gate?

a)

!

b)

⊼

c)

⧋

d)

&

6.

Describe the working principle of an XOR gate.

a)

XOR gate is a gate that outputs 1 when both inputs are 0.

b)

XOR gate is a gate that outputs 0 when both inputs are 1.

c)

XOR gate is a digital logic gate that gives a high output (1) only when the number of true inputs is odd.

d)

XOR gate is a digital logic gate that gives a high output (1) only when the number of true inputs is even.

7.

What is the significance of a logic gate in digital electronics?

a)

Logic gates are only used for entertainment purposes in digital electronics.

b)

Logic gates are significant in digital electronics because they control the weather.

c)

Logic gates are used for cooking recipes in digital electronics.

d)

Logic gates are significant in digital electronics because they perform basic logical functions and are used to design complex digital circuits.

8.

Differentiate between a half adder and a full adder.

a)

A half adder is used for subtraction, while a full adder is used for addition.

b)

A full adder adds two single-bit binary numbers.

c)

A half adder adds two single-bit binary numbers, while a full adder adds three single-bit binary numbers.

d)

A half adder adds three single-bit binary numbers.

9.

Explain the concept of a logic gate cascade.

a)

Combining logic gates in parallel for simpler operations

b)

Creating a chain reaction of logic gates

c)

Connecting multiple logic gates in series to perform more complex logical operations.

d)

Using logic gates to control physical gates

10.

Which of the following is not a logic gate?

a)

AND

b)

OR

c)

IF

d)

NOT

11.

Which of the following are the arithmetic logic gates?

a)
  1. X-OR

b)
  1. X-NOR

c)
  1. Both

d)
  1. None

12.

What is the boolean operation performed by an OR gate?

a)
  1. Equivalent of addition

b)
  1. Equivalent of multiplication

c)
  1. Equivalent of dificsin

d)

Equivalent of subtraction

13.

What is the Truth Table?

a)
  1. It is a table representing what output will one get for a given input. 

b)
  1. It is a table representing what input and output will be given by a given boolean operator. 

c)
  1. Both of these

d)
  1. None of these

14.

What is the one’s complement for the binary number 011001

a)
  1. 000111

b)
  1. 100110

c)
  1. 111001

d)
  1. 110001

15.

Which of the following gates can function on a single input?

a)

NOT

b)

AND

c)

OR

d)

NONE

16.

XOR circuits can be constructed using

a)
  1. OR gates only

b)
  1. AND, OR gates

c)
  1. AND, NOT gates

d)
  1. AND, NOT and OR gates

17.

What combination is a NAND gate?

a)

NOT AND

b)
  1. NOT OR

c)
  1. NOT NOT

d)

None of these

18.

What will be the output of the given logic gate?

a)

NOR

b)

NAND

c)

OR

d)

AND

19.

In the given Circuit Y Y' = _____

a)

Y

b)

I

c)

Y'

d)

0

20.

______ is an example of identity law

a)

a+0=0+a=a

b)

1+a=a+1=1

c)

ab=ba

d)

a+(b+c)=(a+b)+c