Learn the fundamentals of Boolean Algebra, basic operators, and truth values.

Understand the building blocks of Boolean expressions — variables and constants — and how they model logic in digital systems.

Explore the three essential Boolean operations, AND, OR, and NOT, that form the core of boolean expressions.

Learn how truth tables represent logical expressions by showing all possible input combinations and their outcomes. A powerful tool for analyzing noolean logic.

Learn the essential laws and properties that govern Boolean Logic, such as the Identity, Null, Idempotent, and Distributive Laws.

Explore De Morgan’s Laws, which describe how negation interacts with AND and OR operations. Learn how to apply these laws to simplify logical expressions.

Learn how to reduce complex Boolean expressions using Boolean laws, identities, and De Morgan’s Laws.

Learn how to express Boolean logic using the standardized Sum of Products (SOP) and Product of Sums (POS) forms.

Discover how Boolean Algebra powers modern computing — from processors and memory to control logic and programming.