The Lewis structure of oxygen molecule corresponds to an excited state of the oxygen molecule is to be explained using molecular orbital theory. Concept introduction: According to the molecular orbital theory, two atomic orbitals combine in order to form a bonding and an antibonding molecular orbital. The orbitals that lie on internuclear axis combine to form σ (sigma) molecular orbital and the orbitals parallel to each other combine to form π molecular orbitals. The molecular orbital formed by the combination of 1s orbital forms bonding molecular orbital designated as σ 1 s and antibonding molecular orbital, σ ∗ 1 s . The 2 s orbital forms corresponding molecular orbitals. Molecular orbital formed by the combination of 2 p x orbital forms a bonding molecular orbital designated as σ 2 p x and an antibonding molecular orbital designated as σ ∗ 2 p x . Molecular orbitals formed by combining 2 p y and 2 p z orbitals form bonding molecular orbitals designated as π 2 p y and π 2 p z and antibonding molecular orbitals designated as π ∗ 2 p y and π ∗ 2 p z . Electrons are filled in the molecular orbitals in increasing order of energy.
The Lewis structure of oxygen molecule corresponds to an excited state of the oxygen molecule is to be explained using molecular orbital theory. Concept introduction: According to the molecular orbital theory, two atomic orbitals combine in order to form a bonding and an antibonding molecular orbital. The orbitals that lie on internuclear axis combine to form σ (sigma) molecular orbital and the orbitals parallel to each other combine to form π molecular orbitals. The molecular orbital formed by the combination of 1s orbital forms bonding molecular orbital designated as σ 1 s and antibonding molecular orbital, σ ∗ 1 s . The 2 s orbital forms corresponding molecular orbitals. Molecular orbital formed by the combination of 2 p x orbital forms a bonding molecular orbital designated as σ 2 p x and an antibonding molecular orbital designated as σ ∗ 2 p x . Molecular orbitals formed by combining 2 p y and 2 p z orbitals form bonding molecular orbitals designated as π 2 p y and π 2 p z and antibonding molecular orbitals designated as π ∗ 2 p y and π ∗ 2 p z . Electrons are filled in the molecular orbitals in increasing order of energy.
Solution Summary: The author explains the Lewis structure of oxygen molecule by using molecular orbital theory.
The Lewis structure of oxygen molecule corresponds to an excited state of the oxygen molecule is to be explained using molecular orbital theory.
Concept introduction:
According to the molecular orbital theory, two atomic orbitals combine in order to form a bonding and an antibonding molecular orbital. The orbitals that lie on internuclear axis combine to form σ
(sigma) molecular orbital and the orbitals parallel to each other combine to form π molecular orbitals.
The molecular orbital formed by the combination of 1s orbital forms bonding molecular orbital designated as σ1s and antibonding molecular orbital, σ∗1s. The 2s
orbital forms corresponding molecular orbitals.
Molecular orbital formed by the combination of 2px
orbital forms a bonding molecular orbital designated as σ2px
and an antibonding molecular orbital designated as σ∗2px.
Molecular orbitals formed by combining 2py and 2pz
orbitals form bonding molecular orbitals designated as π2py
and π2pz
and antibonding molecular orbitals designated as π∗2py
and π∗2pz.
Electrons are filled in the molecular orbitals in increasing order of energy.
Part II. Identify whether the two protons in blue are homotopic, enantiopic, diasteriotopic, or heterotopic.
a)
HO
b)
Bri
H
HH
c)
d)
H
H H Br
0
None
Choose the option that is decreasing from biggest to smallest.
Group of answer choices:
100 m, 10000 mm, 100 cm, 100000 um, 10000000 nm
10000000 nm, 100000 um, 100 cm, 10000 mm, 100 m
10000000 nm, 100000 um, 10000 mm, 100 cm, 100 m
100 m, 100 cm, 10000 mm, 100000 um, 10000000 nm
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Author:Steven D. Gammon, Ebbing, Darrell Ebbing, Steven D., Darrell; Gammon, Darrell Ebbing; Steven D. Gammon, Darrell D.; Gammon, Ebbing; Steven D. Gammon; Darrell
Author:Steven D. Gammon, Ebbing, Darrell Ebbing, Steven D., Darrell; Gammon, Darrell Ebbing; Steven D. Gammon, Darrell D.; Gammon, Ebbing; Steven D. Gammon; Darrell
Quantum Molecular Orbital Theory (PChem Lecture: LCAO and gerade ungerade orbitals); Author: Prof Melko;https://www.youtube.com/watch?v=l59CGEstSGU;License: Standard YouTube License, CC-BY