Boolean algebra is a mathematical framework for analyzing and simplifying logical expressions. It is fundamental in designing digital circuits and logic-based systems. Key components of Boolean algebra include:

• Variables: Represent binary values, typically denoted as 0 and 1.
• Operators: AND, OR, and NOT operators manipulate Boolean values.
• Theorems: Laws such as De Morgan’s help simplify complex Boolean expressions.

Boolean algebra allows MCA students to understand how logic expressions are simplified for use in digital circuitry, making complex systems more efficient.