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Propositional Logic is a branch of logic that studies the relationship between propositions or statements that can be true or false. In propositional logic, these statements are represented with symbols, such as p, q, or r, and can be combined using logical operators such as AND (∧), OR (∨), NOT (¬), IMPLICATION (→), and BIIMPLICATION (↔). The purpose of propositional logic is to determine the truth of a complex statement based on the truth of its component statements. Propositional logic forms the basis for understanding more complex logical concepts and is often used in mathematics, computer science, and philosophy.