One of De Morgan's theorems states that$ (p\vee q)$ is logically equivalent to$ (q\vee p)$.

Name: One of De Morgan's theorems states that$ (p\vee q)$ is logically equivalent to$ (q\vee p)$.
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De Morgan's theorems are about the relationships between conjunctions and disjunctions under negation, not about the commutative property of logical operations, which states that the order of operands in a disjunction (or conjunction) does not affect its outcome.

One of De Morgan's Theorems States That (p∨q) (p\vee q)(p∨q) Is Logically Equivalent To

One of De Morgan's Theorems States That $(p\vee q)$ Is Logically Equivalent To