Question
p → (p v ~ p)
| 1 | 2 | 3 | 4 | |
| p | ~ p | p v ~ p | p $\rightarrow$ (p v ~ p) | |
| 1 | T | F | T | T |
| 2 | F | T | T | T |
| 1(~) | 1, 2 (V) | 1, 3 ($\rightarrow$) | ||
Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.
| $(R\ \rightarrow\ S)\ \&\ (A\ v\ C)$ |
| $B\ \&\ (P\ \rightarrow\ W)$ |
| $(W\ \rightarrow\ T)\ \&\ (S\ \rightarrow\ Y)$ |
| $P\ v\ R$ |
| $T\ v\ Y$ |
| $(A\ v\ B)\ \rightarrow\ [D\ \rightarrow\ (P\ \&\ \sim\ Q)]$ |
| $(A\ \&\ J)\ \rightarrow [(P\ \&\ \sim\ Q)\ \rightarrow\ K]$ |
| $(A\ \&\ J)\ \&\ (\sim\ K\ v\ D)$ |
| $\therefore\ (D \rightarrow\ K)\ v\ \sim\ Q$ |
| $(K \rightarrow P) \rightarrow B$ |
| $\sim R$ |
| $(K \rightarrow P)\ v\ B$ |
| $B \rightarrow R$ |
| $\therefore\ \sim (K \rightarrow P)\ \&\ B$ |