Question
$(p\ v\ q)\ \&\ \sim (q \rightarrow p)$
| $1$ | $2$ | $3$ | $4$ | $5$ | $6$ | |
| $p$ | $q$ | $p\ v\ q$ | $q \rightarrow p$ | $\sim (q \rightarrow p)$ | $(p\ v\ q)\ \&\ \sim (q \rightarrow p)$ | |
| $1$ | $T$ | $T$ | $T$ | $T$ | $F$ | $F$ |
| $2$ | $T$ | $F$ | $T$ | $T$ | $F$ | $F$ |
| $3$ | $F$ | $T$ | $T$ | $F$ | $T$ | $T$ |
| $4$ | $F$ | $F$ | $F$ | $T$ | $F$ | $F$ |
| $1 , 2(V)$ | $2, 1 (\rightarrow)$ | $4 (\sim )$ | $3, 5 (\&)$ | |||
Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.
| $(P\ \&\ R)\ v\ (S\ \rightarrow\ T)$ |
| $Q \rightarrow \sim\ (P\ \&\ R)$ |
| $P\ v\ Q$ |
| $\sim\ P$ |
| $(S\ \rightarrow\ T)\ \&\ Q$ |
| $N \rightarrow (\sim Z \rightarrow G)$ |
| $D \rightarrow [K\ v\ Y) \rightarrow M]$ |
| $(X\ v\ Y\ v\ \sim\ Z$ |
| $D\ \&\ N$ |
| $\therefore\ (M\ v\ G)\ v\ K$ |
| $H \rightarrow I$ |
| $H\ \&\ J$ |
| $I \rightarrow G$ |
| $G\ \&\ J$ |
| $(A\ v\ D) \rightarrow (R\ \&\ S)$ |
| $E\ v\ (A\ v\ D)$ |
| $F\ \&\ \sim E$ |
| $(R\ \&\ F)\ v\ K$ |
| $N \ \&\ M$ |
| $\sim S\ (T \ \&\ W)$ |
| $(P \ \&\ R)\ v\ \sim S$ |
| $(N \ \&\ M) \rightarrow \sim (T \ \&\ W)$ |
| $(R \ \&\ N)\ v\ S$ |