Let $\alpha, \beta$ be two propositional formulas.
Then which of the following is/are false?
- If $(\neg \alpha \vee \beta)$ is valid, then $\alpha \models \beta$.
- If $(\neg \alpha \vee \beta)$ is valid, then $\neg \alpha \models \beta$.
- If $(\neg \alpha \vee \beta)$ is valid, then $\alpha \models \neg \beta$.
- If $(\neg \alpha \vee \beta)$ is valid, then $\neg \beta \models \neg \alpha$.