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Explain the difference between the σ and π MOs for homonuclear diatomic molecules. How are bonding orbitals and antibonding orbitals different? Why are there two π MOs and one σ MO? Why are the π MOs degenerate?

Short Answer

Expert verified

σorbital is formed by the direct overlap of s-sorbital or p-porbitals overlap whereas πorbital is formed by the lateral overlap of p-porbitals overlap of homonuclear diatomic molecules.

Bonding orbitals are lower in energy since it is formed by constructive interference of atomic orbitals whereas antibonding orbitals are higher in energy since it is formed by destructive interference.

One σMO is formed by the direct overlap of pz-pzorbitals overlap whereas the remaining degenerate px,pyorbitals form lateral overlap forming two πMos.

πMOs are degenerate since px,pyorbitals are900to the sigma bond and form a lateral overlap of atomic orbitals with the same energy.

Step by step solution

01

Step 1. Formation of sigma orbitals.

σorbitals are formed by the direct overlap of s-sorbitals and pz-pzorbitals.

Sigma molecular orbitals are formed by the overlapping of two atomic orbitals from head-to-head along the internuclear axis. In a sigma molecular orbital, the electron density at the middle of the molecular orbital is high in case the two atoms from which the atomic orbitals are overlapping, are identical.

02

Step 2. Formation of degenerate pi molecular orbitals.

The remaining degenerate px,pyorbitals form a lateral overlap with px-pxand py-pyatomic orbitals forming degenerate πMos.They are degenerate because they have been formed by using the same orbital interactions.

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Most popular questions from this chapter

The following mechanism has been proposed to account for the rate law of the decomposition of ozone to O2(g):

O3+MK-1K1O2+O+MO+O3K22O2

Apply the steady-state hypothesis to the concentration of atomic oxygen, and derive the rate law for the decomposition of ozone. (M stands for an atom or molecule that can exchange kinetic energy with the particles undergoing the chemical reaction) .

Question:Indium oxide contains 4.784 g of indium for every 1.000 g of oxygen. In 1869, when Mendeleevfirst presented his version of the periodic table, he proposed the formula In2O3 for indium oxide.Before that time, it was thought that the formula was InO. What values for the atomic mass ofindium are obtained using these two formulas? Assume that oxygen has an atomic mass of16.00.

Chromium (VI) forms two different oxyanions, the orange dichromate ion (Cr2O72 ), and the yellow chromate ion (CrO42 ). (See the photos below.) The equilibrium reaction between the two ions is

Cr2O72-(aq)+H2O(l)2CrO42-(aq)+2H+(aq)

Explain why orange dichromate solutions turn yellow when sodium hydroxide is added.

The decomposition of hydrogen peroxide was studied at a particular temperature. The following data were obtained, where Rate=-d[H2O2]dt

Time (s)[H2O2](mol/L)
01.00
120±1
0.91
300±1
0.78
600±1
0.59
1200±1
0.37
1800±1
0.22
2400±1
0.13
3000±1
0.082
3600±1
0.050

Determine the integrated state law, the differential state law, and the value of the rate constant. Calculate theH2O2at4000.5after the start of the reaction.

The reaction H2SeO3(aq)+6I-(aq)+4H+(aq)Se(s)+2I3-(aq)+3H2O(l)was studied at 0°C, and the following data were obtained:

[H2SeO]0(mol/L)
[H+]0(mol/L)
[I-](mol/L)
InitialRate(molL-1s-1)
localid="1663839197909" 1.0×10-4
localid="1663839994858" 2.0×10-2
localid="1663840803384" 2.0×10-2
role="math" localid="1663841146761" 1.66×10-7
2.0×10-4
localid="1663840000906" 2.0×10-2
2.0×10-2
3.33×10-7
3.0×10-4
localid="1663840007628" 2.0×10-2
2.0×10-2
4.99×10-7
1.0×10-4
localid="1663840013722" 4.0×10-2
2.0×10-2
6.66×10-7
1.0×10-4
localid="1663840021033" 1.0×10-2
2.0×10-2
0.42×10-7
1.0×10-4
localid="1663840026824" 2.0×10-2
4.0×10-2
13.2×10-7
1.0×10-4
localid="1663840033291" 1.0×10-2
4.0×10-2
3.36×10-7

The relationships hold only if there is an insignificant amount of I3- present. What is the rate law and the value of the rate constant?

(Assumethatrate=-d[H2SeO3]dt.)

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