Understanding Truth Table Construction and Evaluation: To enable students to systematically construct and evaluate truth tables for propositional logic formulas using fundamental operators (∧, ∨, ¬, →).

Mastering Satisfiability Analysis: To teach students how to classify formulas as satisfiable, unsatisfiable, valid, or contingent through truth table analysis.

Developing Logical Reasoning Skills: To strengthen analytical thinking through progressive challenges from simple two-variable to complex four-variable formulas.

Applying Semantic Analysis in Discrete Mathematics: To demonstrate practical applications of propositional logic semantics in computer science and mathematical problem-solving.