• Post category:StudyBullet-6
  • Reading time:5 mins read


2022 Electronics

What you will learn

What is Boolean Algebra & who discovered it

Need of Boolean Algebra in Digital Electronics

Rules In Boolean Algebra

Boolean Postulates

Associative Law along with its Proof

Distributive Law along with its Proof

Distributive Law along with its Proof

Principle of Duality along with solved questions

Complement Law along with explanation

ANDing Laws

ORing Laws

How to reduce / solve a given Boolean Algebraic expression (3 examples)

3 Test Questions

Description

Disclaimer :  Please view the videos in HD mode (high pixel resolution) for more clearance .

About me :

Hello , my name is Riya Pal . I am Electronics Engineer by profession. I have more than eight years of experience in the field of thermal management, power electronics, heat sink designing, computer architecture & programming languages. Apart from this, I have published nine research papers at various/different international levels. Currently , I teach power electronics and also handle projects for students and does seminars on power electronics . Last but not the least, I am teaching as an instructor in Udemy.


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About this course :

Boolean algebra is that branch of algebra in which the values of the variables are either true or false, usually denoted by zero and one respectively. Instead of elementary algebra, where the values of the variables are numbers and the prime operations are addition and multiplication, the main operations of boolean algebra are the conjunction (and) , the disjunction (or) , and the negation (not). It is thus a formalism for describing logical operations, in the same way that elementary algebra describes numerical operations. Boolean algebra was introduced by George Boole in his first book The Mathematical Analysis of Logic. In boolean algebra there exist various postulates /laws such as identity , idempotent , null , inverse , commutative , associative , distributive , principle of duality , the law of complement and also demorgan’s theorems . All these you will study in depth in this course.

Boolean algebra, deals with zero, one and set of logic gates that operates upon binary numbers. With the knowledge of boolean algebra we can design an interconnection of logic gates which can give desired outputs for given inputs. This is the way adder, multipliers etc are made. Once we develop design we can implement it using transistors and embed it inside.

English
language

Content

UNDERSTANDING BOOLEAN ALGEBRA

WELCOME VIDEO
UNDERSTANDING BOOLEAN ALGEBRA
NEED OF BOOLEAN ALGEBRA IN DIGITAL SYSTEM
RULES OF BOOLEAN ALGEBRA
HOW BOOLEAN ALGEBRA IS DIFFERENT FROM GENERAL ALGEBRA

BOOLEAN POSTULATES (ANDING / ORING) & MISCELLANEOUS RULES

WHAT IS BOOLEAN POSTULATE
ANDING LAWS
ORING LAWS
MISCELLANEOUS RULES

PROVING THE BOOLEAN POSTULATES

ASSOCIATIVE LAW
DISTRIBUTIVE LAW
COMMUTATIVE LAW

DUALITY AND COMPLEMENT OPERATION IN BOOLEAN ALGEBRA

THE LAW OF DUALITY WITH EXAMPLES
THE COMPLEMENT LAW WITH ILLUSTRATIONS

SOLVING/ REDUCING THE GIVEN BOOLEAN EXPRESSION

SOLVING 3 BOOLEAN ALGEBRAIC EXPRESSIONS
3 TEST QUESTIONS