Match eact procosition in the first column with an equivalent peoposition in the second catum. If a proposition in the firs column is rot equivatent with any praposition in the second column, them if a whth the $\text{'}7$ione of tiege' aption. $($p$->-$q$)^(^())(-$q$->$p$)$ a$.$ p$^(^())+$q p$->$q b$.-$p$->$q $-($q$->$p$)$ c$.$ Wone of these $->($p$^(^())-$q$)$ d$.$ not$(-$p$->-$q$)$ e$.$ p$+$qMatch each proposition in the first column with an equivalent proposition in the second column. If a

proposition in the first column is not equivalent with any proposition in the second column, then match it

with the "None of these" option.

$pvvq$

$(q$notp${)}^{{?}^{?}}(notpq)$

notpvvnotq

not$(qp)$

a$.(not{p}^{{?}^{?}}q)vv(p^{{?}^{?}}$notq$)$

b$.$ notq$p$

c$.not{p}^{{?}^{?}}q$

d$.p^{{?}^{?}}q$

e$.$ None of these