Question
Prove that the following arguments are standard by constructing metaphorical proof
$A \rightarrow B$
$A\ v\ C$
$E\ \&\ \sim F$
$\sim B$
$\therefore\ C\ \&\ \sim F$

Answer

$(1)\ A \rightarrow B$ $P$
$(2)\ A\ v\ C$ $P$
$(3)\ E\ \&\ \sim F$ $P$
$(4)\ \sim B$ $P/ \therefore\ C\ \&\ \sim F$
$(5)\ \sim A$ $1, 4, MT$
$(6)\ C$ $2, 5, DS$
$(7)\ \sim F$ $3,$ Simp.
$(8)\ C\ \&\ \sim F$ $6, 7,$ Conj.

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