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Let $\alpha, \beta$ be two propositional formulas.

Then which of the following is/are false?

  1. If $(\neg \alpha \vee \beta)$ is valid, then $\alpha \models \beta$.
  2. If $(\neg \alpha \vee \beta)$ is valid, then $\neg \alpha \models \beta$.
  3. If $(\neg \alpha \vee \beta)$ is valid, then $\alpha \models \neg \beta$.
  4. If $(\neg \alpha \vee \beta)$ is valid, then $\neg \beta \models \neg \alpha$.
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