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👉 In logic and mathematics, a contradiction is an expression that results from an argument or statement when evaluated. If this contradiction can be resolved through logical reasoning, it is called a counterexample, which means "the same thing cannot both be true and false." In mathematical terms, a contradiction occurs when two statements are logically equivalent, meaning they have exactly the same truth value under all possible interpretations of those statements. In everyday language, contradictions occur in situations where something that should happen doesn't actually happen. For

contradistinctively

👉 In logic, a contradiction is a statement that leads to a self-contradiction. This means that either all of its premises are true and its conclusion is false, or vice versa. Contradictory statements cannot be logically derived from each other because they contradict each other. For example: 1. "All birds can fly." - Premise: All birds can fly. - Conclusion: There are some birds that can fly (e.g., eagles) but all birds cannot fly

contradistinctive