Boolean Algebra Calculator
Two-Variable Boolean Operation
Evaluate a boolean operation on two inputs A and B
Truth Table Generator
Generate a complete truth table for a two-variable operation
De Morgan's Laws
Verify De Morgan's Laws for given inputs
Formula
AND: A∧B | OR: A∨B | NOT: ¬A | XOR: A⊕B | De Morgan: ¬(A∨B) = ¬A∧¬B
Frequently Asked Questions
What is Boolean algebra?
Boolean algebra operates on binary values (0/1, true/false). Core operations: AND (both true), OR (at least one true), NOT (negation), XOR (exactly one true). It's the foundation of digital circuits and computer logic.
What are De Morgan's Laws?
De Morgan's Laws state: (1) NOT(A OR B) = (NOT A) AND (NOT B), and (2) NOT(A AND B) = (NOT A) OR (NOT B). These laws are fundamental for simplifying boolean expressions and circuit design.