| List I | List II |
|---|---|
| $(a)$ Equivalence | $(i)\ p\Rightarrow q$ |
| $(b)$ Contrapositive | $(ii)\ p\Rightarrow q : q\Rightarrow p$ |
| $(c)$ Converse | $(iii)\ p\Rightarrow q : \sim q\Rightarrow \sim p$ |
| $(d)$ Implication | $(iv)\ p\Leftrightarrow q$ |
Equivalence is represented by
$p\Leftrightarrow q$
So,
$(a)\rightarrow(iv)$
Contrapositive of $p\Rightarrow q$ is
$\sim q\Rightarrow \sim p$
So,
$(b)\rightarrow(iii)$
Converse of $p\Rightarrow q$ is
$q\Rightarrow p$
So,
$(c)\rightarrow(ii)$
Implication is represented by
$p\Rightarrow q$
So,
$(d)\rightarrow(i)$
Therefore, correct matching is
$(a)-(iv),\ (b)-(iii),\ (c)-(ii),\ (d)-(i)$
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Syllabus, Notification
and More.