Graduate Electrical Engineering student at University at Buffalo, NY. Connect with me on LinkedIn - https://www.linkedin.com/in/mohit5292/

Mohit Bhagchandani

Logic gates are the basic building blocks of Digital Electronics. They are physical devices that are used to represent logical expressions (also known as Boolean Expressions) in Binary form.

GATE (Graduate Aptitude Test in Engineering) 2020 & 2021 complete preparation with best educators. Know about the detailed syllabus, best books, exam pattern and dates, previous year question papers a

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English

Logic Gates

Number Systems

Digital Electronics

GATE & ESE - EE, EC

GATE, ESE and IIT-JAM

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A brief introduction to the logic gates has been given. Representation, Truth Table, etc have been explained.

Introduction to Logic GATE

Circuit symbol, truth table, enable and disable and problem sums for AND gate have been explained.

AND GATE

Circuit symbol, truth table, enable and disable and problem sums for OR gate have been explained.

OR GATE

Circuit Symbol and truth table of NOT gate has been explained. Transistor circuit for AND, OR and NOT gated has also been explained.

NOT GATE

Circuit Symbols and truth tables for NAND and NOR gates had been explained.

NAND and NOR GATE

Circuit Symbol and truth table for EX - OR and EX - NOR gates have been explained. One problem asked in GATE - 2000 has also been explained.

EX - OR and EX - NOR Gates

Basic laws and operations of Boolean Algebra have been explained. These are the fundamentals of Boolean Algebra.

Introduction to Boolean Algebra (Part - 1)

Associative, Cumulative, Distributive and De Morgan's laws have been explained in this presentation.

Introduction to Boolean Algebra (Part - 2)

Different logic gates have been constructed by using only NAND gates (the reason why it's called universal gate!)

Universal Gates - NAND GATE

Different logic gates have been constructed by using only NOR gates.

Universal Gates - NOR GATE

Examples of Boolean Algebra have been solved.

Boolean Algebra (Examples)

Examples of Boolean Algebra have been solved. Redundancy theorem has also been explained.

Boolean Algebra (Examples) and Redundancy theorem

A few more examples of boolean algebra have been explained.

Logic gates have been simplified by using Boolean Algebra and it has also been used to solve a practical problem.

Two Problem statements have been solved using Boolean Algebra.

Sum of Products form in Boolean Algebra has been explained.

Sum of Products (Part - 1)

Minterms in Sum of Products have been explained. Minimal form is obtained from the standard or canonical form by using the rules, theorems and operations of Boolean Algebra.

Sum of Products (Part - 2)

Product of Sums in Boolean Algebra has been explained using examples.

Product of Sums (Part - 1)

Maxterms have been explained for the topic Product of Sums for Boolean Algebra.

Product of Sums (Part - 2)

First method (SOP) of converting minimal form to canonical form has been explained.

Minimal to Canonical form (Part - 1)

Second part (POS) of converting minimal form to Canonical form has been explained.

Minimal to Canonical form (Part - 2)

I am a student of SRM UNIVERSITY in department of ECE.I am also a YouTuber and my channel name is Explore Electronics.I love to teach my stu

Sidharth Saratkar

In his course, Sidharth is going to discuss SOP and POS form. Also we will learn about K Map and after that the course  will cover some questions and then we will be discussing about parity bit genrator.

Course on SOP and POS Concepts for Digital Electronics

Research enthusiast | writer | M.tech in Electronics | Motivator. 

Ankita Bhaskar

In this course Ankita Bhaskar will explain how to design a counter for any sequence. All concepts regarding counters are briefly explained.

Counters -Digital Electronics

Ex Deputy Engineer ( BEL ) , GATE Qualified, YouTuber (10x preparation) , Motivational speaker , Mentor

Kartik Bhardwaj

This course on Number System is specially designed for competitive exams like GATE, ESE and PSU for those who are looking for high-quality content in a precise manner in a short time.

(Hindi) Number System for GATE Examination

My name is Rasool Bandey.I am from Jamshedpur.I have completed my graduation with 84.17 percentage.learned programming languages like C, C++

Rasool Bandey

What is binary number,what is decimal number, conversion of binary to decimal and conversion of decimal to binary are the topics discussed here

(Hindi) GATE: Conversion

 AIR 493 in GATE (ECE) & 2300+Students have been trained so far for GATE

Sreenivas Bhaskara

This Course is about Digital Circuits. 

This Course is beneficial for 
GATE (ECE)
 aspirants.

Digital Circuits : GATE (ECE)

M.Tech (Digital Communication) from IIIT-Gwalior, qualified GATE. Passionate for teaching. 

Sourabh Jain

In this course the Sequential circuits with all the important topics is covered along with problems of previous years of GATE,IES and PSUs.

Lessons

21 lessons • 3h 10m

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Introduction to Logic GATE

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AND GATE

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OR GATE

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NOT GATE

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NAND and NOR GATE

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EX - OR and EX - NOR Gates

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Introduction to Boolean Algebra (Part - 1)

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Introduction to Boolean Algebra (Part - 2)

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Universal Gates - NAND GATE

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Universal Gates - NOR GATE

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