The number of molecules/ions that show linear | vedclass

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(C) To determine the linear geometry,we analyze the hybridization and lone pairs on the central atom:$1$. $BeCl_2$: $sp$ hybridized,$0$ lone pairs,lin

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$6$

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(C) To determine the linear geometry,we analyze the hybridization and lone pairs on the central atom:$1$. $BeCl_2$: $sp$ hybridized,$0$ lone pairs,linear.$2$. $CO_2$: $sp$ hybridized,$0$ lone pairs,linear.$3$. $N_3^{-}$: $sp$ hybridized,$0$ lone pairs,linear.$4$. $XeF_2$: $sp^3d$ hybridized,$3$ lone pairs on $Xe$,linear.$5$. $NO_2^{+}$: $sp$ hybridized,$0$ lone pairs,linear.$6$. $I_3^{-}$: $sp^3d$ hybridized,$3$ lone pairs on central $I$,linear.Other species:- $SO_2$: Bent ($sp^2$,$1$ lone pair).- $NO_2$: Bent ($sp^2$,$1$ unpaired electron).- $F_2O$: Bent ($sp^3$,$2$ lone pairs).- $O_3$: Bent ($sp^2$,$1$ lone pair).Total number of linear species is $6$.

The number of molecules/ions that show linear geometry among the following is $.........$
$SO_2, BeCl_2, CO_2, N_3^{-}, NO_2, F_2O, XeF_2, NO_2^{+}, I_3^{-}, O_3$

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The number of molecules/ions that show linear geometry among the following is $.........$$SO_2, BeCl_2, CO_2, N_3^{-}, NO_2, F_2O, XeF_2, NO_2^{+}, I_3^{-}, O_3$