Properties of Boolean Algebra
What are the basic operators in Boolean Algebra?
The basic operators in Boolean Algebra include AND, OR, and NOT, denoted by ‘.’, ‘+’, and ‘ respectively.
What is the primary aim of logic design?
The primary aim of logic design is to simplify logical expressions to their simplest form ensuring ease of implementation in digital circuits.
What are the applications of Boolean Algebra in digital logic design?
Boolean Algebra have applications in digital logic design, including the design and analysis of digital circuits, such as logic gates, arithmetic circuits, memory units, and processors.
Properties of Boolean Algebra
In this article, we will be going through the Properties or Laws of the Boolean algebra. So first we will start our article by defining what are the properties of Boolean Algebra, and then we will go through what are Boolean Addition and Multiplication. Then we will go through the different properties of Boolean Algebra such as Annulment, Identity law, Idempotent law, etc.
Table of Content
- What are The Properties of Boolean Algebra?
- Properties of Boolean Algebra
- Properties of Switching Algebra
- Annulment law
- Identity law
- Idempotent law
- Complement law
- Commutative law
- Associative law
- Distributive law