VSEPR Theory: Definition, Table, Chart, Formula, Examples, Questions

VSEPR Theory: Definition, Table, Chart, Formula, Examples, Questions

Edited By Shivani Poonia | Updated on Oct 09, 2024 04:41 PM IST

According to this theory, electron pairs around a central atom will arrange themselves as far apart as possible to minimize repulsion. VSEPR considers both bonding electron pairs—pairs of electrons that are involved in the formation of bonds—and lone pairs of electrons that do not participate in bonding when predicting the geometry of a molecule. The common molecular geometries that result from VSEPR include linear, trigonal planar, tetrahedral, trigonal bipyramidal, and octahedral.

VSEPR Theory: Definition, Table, Chart, Formula, Examples, Questions
VSEPR Theory: Definition, Table, Chart, Formula, Examples, Questions

VSEPR Theory

Valence shell electron-pair repulsion theory (VSEPR theory) enables us to predict the molecular structure, including approximate bond angles around a central atom of a molecule from the estimation of the number of bonds and lone pairs of electrons in its Lewis structure.

The main postulates of VSEPR theory are:

  • The actual shape of a molecule depends upon the number of electron pairs (bonded or non–bonded) around the central atom.

  • The electron pairs tend to repel each other due to their negative charge.

  • Electron pairs arrange themselves in such a way that there exists a minimum repulsion between them.

  • The valence shell is considered as a sphere with the electron pairs placed at a distance.

  • A multiple bond is treated as if it is a single electron pair & the electron pairs that constitute the bond as a single pair.

  • The repulsive interaction of electron pairs decreases in the order as mentioned below:

Lone pair (lp) – Lone pair (lp) > Lone pair (lp) – Bond pair (bp) > Bond pair (bp) – Bond pair (bp).

  • Double bonds cause more repulsion than single bonds, and triple bonds cause more repulsion than double bonds. This repulsion decreases sharply with increasing bond angle between the electron pairs.

Let us understand VSEPR theory using a gaseous BeF2 molecule. In the Lewis structure of BeF2 as shown in the figure, there are only two electron pairs around the central beryllium atom. With two bonds and no lone pairs of electrons on the central atom, the bonds are as far apart as possible, and the electrostatic repulsion between these regions of high electron density is reduced to a minimum when they are on opposite sides of the central atom, thus the bond angle is 180°.

A Lewis structure is shown. A fluorine atom with three lone pairs of electrons is single bonded to a beryllium atom which is single bonded to a fluorine atom with three lone pairs of electrons. The angle of the bonds between the two fluorine atoms and the beryllium atom is labeled, “180 degrees.”

The BeF2 molecule adopts a linear structure in which the two bonds are at maximum distance from each other and maintain an angle of 180°.

As given in the table below, two regions of electron density around a central atom in a molecule form a linear geometry, three regions form a trigonal planar geometry, four regions form a tetrahedral geometry, five regions form a trigonal bipyramidal geometry, and six regions form an octahedral geometry.

A table with four rows and six columns is shown. The header column contains the phrases, “Number of regions,” “Spatial arrangement,” “Wedge/dash Notation,” and “Electron pair Geometry.” The first row reads: “Two regions of high electron density ( bonds and/or unshared pairs )”, “Three regions of high electron density ( bonds and/or unshared pairs ),” “Four regions of high electron density ( bonds and/or unshared pairs ),” “Five regions of high electron density ( bonds and/or unshared pairs ),” and “Six regions of high electron density ( bonds and/or unshared pairs ).” The second row shows diagrams of orbitals. The first image shows two oval-shaped orbs with an arrow indicating an angle of 180 degrees. The second image shows three oval-shaped orbs with an arrow indicating an angle of 120 degrees. The third image shows four oval-shaped orbs with an arrow indicating an angle of 109.5 degrees. The fourth image shows five oval-shaped orbs with an arrow indicating an angle of 90 and 120 degrees. The fifth image shows six oval-shaped orbs with an arrow indicating an angle of 90 degrees. The third row contains Lewis structures. The first structure shows a beryllium atom single bonded to two hydrogen atoms. The second structure shows a boron atom single bonded to three hydrogen atoms. The third structure shows a carbon atom single bonded to four hydrogen atoms. The fourth structure shows a phosphorus atom single bonded to five fluorine atoms. The fifth structure shows a sulfur atom single bonded to six fluorine atoms. The fourth row contains the phrases “Linear; 180 degree angle,” Trigonal Planar; all angles 120 degrees,” “Tetrahedral; all angles 109.5 degrees,” “Trigonal bipyramidal; angles of 90 degrees and 120 degrees. An attached atom may be equatorial, ( in the plane of the triangle ), or axial, ( above the plane of the triangle ),” and “Octahedral; 90 degrees or 180 degrees.”

Recommended topic video on ( VSEPR Theory)


Some Solved Examples

Example 1: The molecule having smallest bond angle is :

1)NCl3

2)AsCl3

3) SbCl3

4)PCl3

Solution

As we discussed in the concept

VSEPR Theory -

1. The shape of the molecule is determined by repulsions between all of the electron pairs present in the valence shell.

2. Order of repulsion

lone pair - Lone pair > Lone pair - Bond pair > Bond pair - bond pair

3 Repulsion among the bond pair is directly proportional to the bond order and electronegativity difference between the central atom and the other atom.

As we move down the group the size of the atom increases and as the size of the central atom increases lone pair-bond pair repulsion also increases. Thus bond angle decreases.

Increasing order of atomic radius:
N<P<As<Sb

Decreasing order of bond angle :
NCl3>PCl3>AsCl3>SbCl3

Hence, the answer is the option (3).

Example 2: The correct order of bond angles (smallest first ) in H2 S,NH3,BF3, and SiH4 is
1) H2 S<SiH4<NH3<BFF3
2) NH3<H2 S<SiH4<BF3
3) H2 S<NH3<SiH4<BF3
4) H2 S<NH3<BF3<SiH4

Solution

The correct order of bond angle ( smallest first )is
H2S<NH3<SiH4<BF392.6∘<107∘<109∘28′<120∘

Bond angle order = H2S < NH3 < SiH4 < BF3

Example 3: The type of hybridization and number of lone pair (s) of electrons of Xe in XeOF4 respectively, are :

1) sp3d2 and 1
2) sp3d and 2
3) sp3d2 and 2
4) sp3d and 1

Solution

As we have learnt in Hybridisation:

Hybridization is sp3d2

It contains 5 sigma bonds and 1 pi bond.

It has 1 lone pair of electrons.

Hence, the correct answer is Option (1)

Example 4: The shape of a molecule is determined by

1)Valence bond theory

2)Molecular orbital theory

3) Valence shell electron pair repulsion theory

4)None

Solution

VSEPR (Valence Shell Electron Pair Repulsion) Theory - Valence shell electron-pair repulsion theory (VSEPR theory) enables us to predict the molecular structure, including approximate bond angles around a central atom of a molecule from the estimation of the number of bonds and lone pairs of electrons in its Lewis structure. The shape of a molecule depends upon the number of valence shell electron pairs (bonded or non-bonded) around the central atom. These pairs of electrons in the valence shell repel one another since their electron clouds are negatively charged.
Hence, the answer is the option (3).

Example 5: The reason for the change in bond angle in the different molecules having the same hybridization is given by:

1)Molecular orbital theory

2) Valence shell electron pair repulsion theory.

3)Valence bond theory

4)None

Solution

1. Electron pairs are always repelling each other and try to remain far apart

2. Different electron pairs have different orders of repulsion: L.P-L.P > L.P-B.P > B.P-B.P

3. If lone pairs are not present then geometry is equal to shape else geometry is not equal to the shape.

This all is explained by V.S.E.P.R. theory.
Hence, the answer is the option (2).

Summary

The Valence Shell Electron Pair Repulsion is one of the primary models used in computing the geometry of molecules, given electron pair repulsion. It was developed by Gillespie and Nyholm. The theory postulates that electron pairs around a central atom arrange themselves as far away from each other as possible, thereby minimizing the repulsion and thus determining the shape of the molecule. The theory describes all geometries of the molecules by considering both bonding and lone pairs of electrons.


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