A presentation on digital electronics topic LOGIC GATES

1. AYUSH SHARMA

2. 
 - Welcome to our presentation on Logic Gates, the
fundamental components of digital circuits.
 Today, we'll explore what logic gates are, how they
work,
INTRODUCTION

3. 
 - Logic gates are electronic devices that perform
Boolean logic operations on one or more binary
inputs to produce a single binary output.
 They are the basic building blocks of digital circuits
and are used in various electronic devices, from
simple calculators to complex computers.
What are Logic Gates?

4. 
 - There are several types of logic gates, each performing a
specific logic operation:
 - AND Gate
 - OR Gate
 - NOT Gate
 - XOR Gate
 - NAND Gate
 - NOR Gate
 - XNOR Gate
 - Each gate has its unique truth table that defines its
behavior based on input combinations.
Types of Logic Gates

5. 
 - Logic gates operate based on the principles of Boolean algebra,
where inputs and outputs are represented by binary values (0s
and 1s).
 - Each gate has its specific logic operation:
 - AND Gate: Output is high (1) only when all inputs are high
(1).
 - OR Gate: Output is high (1) if any input is high (1).
 - NOT Gate: Output is the inverse of the input.
 - XOR Gate: Output is high (1) if the number of high inputs is
odd.
 - NAND Gate: Output is low (0) only when all inputs are high
(1).
 - NOR Gate: Output is low (0) if any input is high (1).
 - XNOR Gate: Output is high (1) if the number of high inputs is
even.
 - These operations are implemented using electronic components
such as transistors.
How Logic Gates Work

6. 
 - Logic gates are essential components of digital
electronics, forming the basis of all digital systems.
 - They enable the processing and manipulation of
binary data, which is the foundation of modern
computing and communication systems.
 - Understanding logic gates is crucial for students
and professionals in fields such as electrical
engineering, computer science, and information
technology.
Importance of Logic Gates

7. 
THANK YOU