
The molecular shapes of \[S{{F}_{4}}\], \[C{{F}_{4}}\]and \[Xe{{F}_{4}}\] are:
A.The same, with 1, 0 and 2 lone pair of electrons respectively
B.The same, with 1, 1 and 1 lone pair of electrons respectively
C.Different, with 0, 1 and 2 lone pair of electrons respectively
D.Different, with 1,0 and 2 lone pair of electrons respectively
Answer
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Hint: For finding out the lone pair of electrons and the molecular shapes of the compounds, you need to find out the electrons in the valence shell. The total valence electron contribution is to be counted from the valence electrons of the atoms of the compound and the difference of it from the nearest noble gas configuration gives the number of lone pairs of electrons.
Complete step by step answer:
\[S{{F}_{4}}\]:-
Valency of sulphur = 6
Valency of fluorine = 7
So, the total valence electron contribution = \[[6+(7\times 4)]\]= 34 electrons
The nearest multiple of noble gas is 32.
So, (34-32) = 2 electrons exist as a lone pair on the sulphur atom.
Now, the sulphur forms four single bonds to the fluorine atoms. Each fluorine atom has three lone pairs to complete their octet.
Since a lone pair experiences repulsion, it is placed in equatorial position to reduce repulsion. Sulphur forms four single bonds and one lone pair. So, the hybridisation is \[\text{s}{{\text{p}}^{3}}\text{d}\]. The molecular shape is trigonal bipyramidal.

\[C{{F}_{4}}\]:-
Valency of carbon = 4
Valency of fluorine = 7
So, the total valence electron contribution = \[[4+(7\times 4)]\]= 32 electrons
The nearest multiple of noble gas is 32.
So, there is no lone pair of electrons on the carbon atom. The hybridisation is \[\text{s}{{\text{p}}^{3}}\]. The molecular shape is tetrahedral.

\[Xe{{F}_{4}}\]:-
Valency of xenon = 8
Valency of fluorine = 7
So, the total valence electron contribution = \[[8+(7\times 4)]\]= 36 electrons
The nearest multiple of noble gas is 32.
So, there is (36-32) = 4 that is 2 lone pairs of electrons on the xenon atom in the axial position. The hybridisation is\[s{{p}^{3}}{{d}^{2}}\]. The molecular shape is square planar.

So, the correct option is D.
Note: - The structures of any compound depend on the hybridisation and the number of lone pairs and bond pairs.
- Order of repulsion which determines the position of lone pairs around the central metal (either equatorial or axial):
- Lone pair-lone pair > Lone pair-bond pair > Bond pair-bond pair
Complete step by step answer:
\[S{{F}_{4}}\]:-
Valency of sulphur = 6
Valency of fluorine = 7
So, the total valence electron contribution = \[[6+(7\times 4)]\]= 34 electrons
The nearest multiple of noble gas is 32.
So, (34-32) = 2 electrons exist as a lone pair on the sulphur atom.
Now, the sulphur forms four single bonds to the fluorine atoms. Each fluorine atom has three lone pairs to complete their octet.
Since a lone pair experiences repulsion, it is placed in equatorial position to reduce repulsion. Sulphur forms four single bonds and one lone pair. So, the hybridisation is \[\text{s}{{\text{p}}^{3}}\text{d}\]. The molecular shape is trigonal bipyramidal.

\[C{{F}_{4}}\]:-
Valency of carbon = 4
Valency of fluorine = 7
So, the total valence electron contribution = \[[4+(7\times 4)]\]= 32 electrons
The nearest multiple of noble gas is 32.
So, there is no lone pair of electrons on the carbon atom. The hybridisation is \[\text{s}{{\text{p}}^{3}}\]. The molecular shape is tetrahedral.

\[Xe{{F}_{4}}\]:-
Valency of xenon = 8
Valency of fluorine = 7
So, the total valence electron contribution = \[[8+(7\times 4)]\]= 36 electrons
The nearest multiple of noble gas is 32.
So, there is (36-32) = 4 that is 2 lone pairs of electrons on the xenon atom in the axial position. The hybridisation is\[s{{p}^{3}}{{d}^{2}}\]. The molecular shape is square planar.

So, the correct option is D.
Note: - The structures of any compound depend on the hybridisation and the number of lone pairs and bond pairs.
- Order of repulsion which determines the position of lone pairs around the central metal (either equatorial or axial):
- Lone pair-lone pair > Lone pair-bond pair > Bond pair-bond pair
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