Conjunction Elimination
Conjunction Elimination is a rule in propositional logic that allows one to infer a single component from a conjunction. A conjunction is a statement formed by combining two propositions with the word "and." For example, if we have the statement "A and B," we can conclude that "A" is true and that "B" is also true.
This rule is useful in logical reasoning and proofs, as it simplifies complex statements. By breaking down a conjunction into its individual parts, we can analyze each proposition separately. This process helps in constructing valid arguments and understanding the relationships between different statements.