- A$C^+_2 \to C_2$
- B$NO^+ \to NO$
- C$O_2 \to O^+_2$
- D$N_2 \to N^+_2$
$(b)$ $\mathop {\mathop {N{O^ + }}\limits_{BO = 3} }\limits_{Diamagnetic} \to \mathop {\mathop {NO}\limits_{BO = 2.5} }\limits_{Paramagnetic} $
$(c)$ $\mathop {\mathop {{O_2}}\limits_{BO = 2} }\limits_{Paramagnetic} \to \mathop {\mathop {O_2^ + }\limits_{BO = 2.5} }\limits_{Paramagnetic} $
$(d)$ $\mathop {\mathop {{N_2}}\limits_{BO = 3} }\limits_{Diamagnetic} \to \mathop {\mathop {N_2^ + }\limits_{BO = 2.5} }\limits_{Paramagnetic} $
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$(a)\, IP$ of $O_{(g)}$ is less than $IP$ of $O_{(g)}^ - $
$(b)\, IP$ of $Ne_{(g)}$ is greater than $IP$ of $Ne_{(g)}^ + $
$(c)\, EA$ of $O_{(g)}^ + $ is greater than $EA$ of $O_{(g)}$
$(d)\, IP$ of $N_{(g)}$ is greater than $IP$ of $N_{(g)}^ + $

