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Logic Gates And Boolean Algebra in Digital Electronics

Logic Gates And Boolean Algebra in Digital Electronics
Logic Gates And Boolean Algebra in Digital Electronics

Logic Gates And Boolean Algebra in Digital Electronics

A digital circuit and how to make it

What you’ll learn

Logic Gates And Boolean Algebra in Digital Electronics

  • In this course, you will learn about logic gates and the different types of logic gates that they belong to.
  • Here, you will learn about each logic gate and how it works, as well as the internal circuit structures for each gate.
  • It doesn’t end there. You’ll also learn how to solve any logical circuit questions and how to reduce or simplify a given boolean algebraic expression, too.

Requirements

  • Everything you need to know will be learned. There is no need to know anything before you start.

Description

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When it comes to Logic Gates

All of us know how digital computers, communication systems, digital display units, the internet, emails, and so on have changed our lives. The digital computers, communication systems, digital display units, the internet, and emails that we use every day all work on the principle of digital techniques.

There are many logic gates that you will learn about in this class. These are the building blocks or units of digital systems.

If you want to be a computer science engineer or a student of electronics, you can take this class! Below are the things that are in the logic gates session.

You’ll also learn about positive logic representation and negative logic representation, which are two types of logic.

Boolean Algebra is a type of math.

Elementary algebra is a type of math in which the variables are numbers, and the main operations are addition and multiplication. It is a way to describe logical operations in the same way that simple algebra describes numerical operations. George Boole wrote his first book, The Mathematical Analysis of Logic, and he came up with the idea for Boolean algebra there. In boolean algebra, there are a lot of rules and postulates, like identity, idempotence, null, inverse, commutative, associative, distributive, the principle of duality, the law of complement, demorgan’s theorems, and so on and so forth. In this class, you will learn about all of these in great depth.

There are logic gates that work on binary numbers in Boolean algebra. Zero, one, and a set of logic gates are all part of this math. With the help of boolean algebra, we can figure out how to connect logic gates in a way that gives the desired outputs for given inputs. How adders and other math tools are made is shown. Once we have the design, we can make it with transistors and put it inside.

Who this course is for:

  • For all those who are interested in learning the concept of “Digital Logic Gates & Role Of Boolean Algebra”

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