| $(W\ O\ \rightarrow\ T)\ \&\ (F\ \rightarrow\ Y)$ |
| $B\ \&\ (P\ \rightarrow\ W)$ |
| $(E\ \rightarrow\ F)\ \&\ (H\ v\ I)$ |
| $P\ v\ E$ |
| $\therefore\ B\ \&\ (T\ v\ Y)$ |
| $(1)\ (W\ \rightarrow\ T)\ \&\ (F\ \rightarrow\ Y)$ | $P$ |
| $(2)\ B\ \&\ (P\ \rightarrow\ W)$ | $P$ |
| $(3)\ (E\ \rightarrow\ F)\ \&\ (H\ v\ l)$ | $P$ |
| $(4)\ P\ v\ E$ | $P/ \therefore\ B\ \&\ (T\ v\ Y)$ |
| $(5)\ B$ | $2,$ Simp. |
| $(6)\ E\ \rightarrow\ F$ | $3,$ Simp. |
| $(7)\ P\ \rightarrow\ W$ | $2,$ Simp. |
| $(8)\ W\ \rightarrow\ T$ | $1,$ Simp. |
| $(9)\ F\ \rightarrow\ Y$ | $1,$ Simp. |
| $(10)\ W\ v\ F$ | $7, 6, 4, CD$ |
| $(11)\ T\ v\ Y$ | $8, 9, 10, CD$ |
| $(12)\ B\ \&\ (T\ v\ Y)$ | $5, 11,$ Conj. |
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| $T \rightarrow Q$ |
| $B \rightarrow (K\ v\ T)$ |
| $(N \rightarrow B) \rightarrow (K\ v\ B)$ |
| $K\ v\ (N \rightarrow B)$ |
| $\sim K$ |
| $\therefore\ \sim Q\ v\ Z$ |
| (A & B) $\rightarrow$ [A $\rightarrow$ (D & E)] |
| (A & B) & C |
| $\therefore$E v G |
| $P\ v\ Q$ |
| $R \rightarrow \sim P$ |
| $R\ \&\ S$ |
| $Q \rightarrow (R\ \&\ P)$ |
| $\therefore P\ v\ R$ |