Amongst the following,the number of species h | vedclass

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(C) To determine the shape of the given species,we use the $VSEPR$ theory:$1$. $XeF_2$: $sp^3d$ hybridization,$3$ lone pairs on $Xe$,shape is linear.$

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$5$

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(C) To determine the shape of the given species,we use the $VSEPR$ theory:$1$. $XeF_2$: $sp^3d$ hybridization,$3$ lone pairs on $Xe$,shape is linear.$2$. $I_3^{+}$: $sp^3$ hybridization,$2$ lone pairs on central $I$,shape is bent ($V$-shape).$3$. $C_3O_2$: $O=C=C=C=O$,central carbon is $sp$ hybridized,shape is linear.$4$. $I_3^{-}$: $sp^3d$ hybridization,$3$ lone pairs on central $I$,shape is linear.$5$. $CO_2$: $O=C=O$,$sp$ hybridization,shape is linear.$6$. $SO_2$: $sp^2$ hybridization,$1$ lone pair on $S$,shape is bent ($V$-shape).$7$. $BeCl_2$: $sp$ hybridization,no lone pairs on $Be$,shape is linear.$8$. $BCl_2^{\Theta}$: $sp^2$ hybridization,$1$ lone pair on $B$,shape is bent ($V$-shape).The linear species are: $XeF_2, C_3O_2, I_3^{-}, CO_2, BeCl_2$.Total number of linear species = $5$.

Amongst the following,the number of species having a linear shape is $...........$
$XeF_2, I_3^{+}, C_3O_2, I_3^{-}, CO_2, SO_2, BeCl_2$ and $BCl_2^{\Theta}$

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Amongst the following,the number of species having a linear shape is $...........$$XeF_2, I_3^{+}, C_3O_2, I_3^{-}, CO_2, SO_2, BeCl_2$ and $BCl_2^{\Theta}$