The energy cost associated with the eclipsing interaction between a bromine atom and a hydrogen atom in bromoethane is needed to be calculated on basis of given information the barrier to rotation of bromoethane is 15 kJ/mol. Concept introduction: Conformations are arising due to the free rotation of C − C bond. These rotations are measured by dihedral angle ; it is the angle between two atoms attached to two different carbons of C − C rotation in Newman projection. The most and least energy occupied conformers are eclipsed and staggered , which are having a dihedral angle of ‘0’ and ‘60’ degree respectively. The torsional strain and steric interaction between atoms of eclipsed conformations makes them more energized as compared to staggered conformations. The C − C bond rotation from staggered to eclipsed is called barrier to rotation. It requires some cost of energy . It depends upon eclipsed interaction energies of each atom attached to C − C carbon atom. The energy cost for H/H eclipsed interaction is 4 kJ/mol. To find: the energy cost associated with the eclipsing interaction between a bromine atom and a hydrogen atom in bromoethane.

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Answer 1

Question

Chapter 4, Problem 49PP

Interpretation Introduction

Interpretation:

The energy cost associated with the eclipsing interaction between a bromine atom and a hydrogen atom in bromoethane is needed to be calculated on basis of given information the barrier to rotation of bromoethane is 15 kJ/mol.

Concept introduction:

Conformations are arising due to the free rotation of C−C bond. These rotations are measured by dihedral angle; it is the angle between two atoms attached to two different carbons of C−C rotation in Newman projection.

The most and least energy occupied conformers are eclipsed and staggered, which are having a dihedral angle of ‘0’ and ‘60’ degree respectively.

The torsional strain and steric interaction between atoms of eclipsed conformations makes them more energized as compared to staggered conformations.

The C−C bond rotation from staggered to eclipsed is called barrier to rotation. It requires some cost of energy. It depends upon eclipsed interaction energies of each atom attached to C−C carbon atom.

The energy cost for H/H eclipsed interaction is 4 kJ/mol.

To find: the energy cost associated with the eclipsing interaction between a bromine atom and a hydrogen atom in bromoethane.

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Answer 2

Question

Chapter 4, Problem 49PP

Interpretation Introduction

Interpretation:

The energy cost associated with the eclipsing interaction between a bromine atom and a hydrogen atom in bromoethane is needed to be calculated on basis of given information the barrier to rotation of bromoethane is 15 kJ/mol.

Concept introduction:

Conformations are arising due to the free rotation of C−C bond. These rotations are measured by dihedral angle; it is the angle between two atoms attached to two different carbons of C−C rotation in Newman projection.

The most and least energy occupied conformers are eclipsed and staggered, which are having a dihedral angle of ‘0’ and ‘60’ degree respectively.

The torsional strain and steric interaction between atoms of eclipsed conformations makes them more energized as compared to staggered conformations.

The C−C bond rotation from staggered to eclipsed is called barrier to rotation. It requires some cost of energy. It depends upon eclipsed interaction energies of each atom attached to C−C carbon atom.

The energy cost for H/H eclipsed interaction is 4 kJ/mol.

To find: the energy cost associated with the eclipsing interaction between a bromine atom and a hydrogen atom in bromoethane.

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Answer 3

Question

Chapter 4, Problem 49PP

Interpretation Introduction

Interpretation:

The energy cost associated with the eclipsing interaction between a bromine atom and a hydrogen atom in bromoethane is needed to be calculated on basis of given information the barrier to rotation of bromoethane is 15 kJ/mol.

Concept introduction:

Conformations are arising due to the free rotation of C−C bond. These rotations are measured by dihedral angle; it is the angle between two atoms attached to two different carbons of C−C rotation in Newman projection.

The most and least energy occupied conformers are eclipsed and staggered, which are having a dihedral angle of ‘0’ and ‘60’ degree respectively.

The torsional strain and steric interaction between atoms of eclipsed conformations makes them more energized as compared to staggered conformations.

The C−C bond rotation from staggered to eclipsed is called barrier to rotation. It requires some cost of energy. It depends upon eclipsed interaction energies of each atom attached to C−C carbon atom.

The energy cost for H/H eclipsed interaction is 4 kJ/mol.

To find: the energy cost associated with the eclipsing interaction between a bromine atom and a hydrogen atom in bromoethane.

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Answer 4

Question

Chapter 4, Problem 49PP

Interpretation Introduction

Interpretation:

The energy cost associated with the eclipsing interaction between a bromine atom and a hydrogen atom in bromoethane is needed to be calculated on basis of given information the barrier to rotation of bromoethane is 15 kJ/mol.

Concept introduction:

Conformations are arising due to the free rotation of C−C bond. These rotations are measured by dihedral angle; it is the angle between two atoms attached to two different carbons of C−C rotation in Newman projection.

The most and least energy occupied conformers are eclipsed and staggered, which are having a dihedral angle of ‘0’ and ‘60’ degree respectively.

The torsional strain and steric interaction between atoms of eclipsed conformations makes them more energized as compared to staggered conformations.

The C−C bond rotation from staggered to eclipsed is called barrier to rotation. It requires some cost of energy. It depends upon eclipsed interaction energies of each atom attached to C−C carbon atom.

The energy cost for H/H eclipsed interaction is 4 kJ/mol.

To find: the energy cost associated with the eclipsing interaction between a bromine atom and a hydrogen atom in bromoethane.

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Answer 5

Chapter 4, Problem 49PP

Interpretation Introduction

Interpretation:

The energy cost associated with the eclipsing interaction between a bromine atom and a hydrogen atom in bromoethane is needed to be calculated on basis of given information the barrier to rotation of bromoethane is 15 kJ/mol.

Concept introduction:

Conformations are arising due to the free rotation of C−C bond. These rotations are measured by dihedral angle; it is the angle between two atoms attached to two different carbons of C−C rotation in Newman projection.

The most and least energy occupied conformers are eclipsed and staggered, which are having a dihedral angle of ‘0’ and ‘60’ degree respectively.

The torsional strain and steric interaction between atoms of eclipsed conformations makes them more energized as compared to staggered conformations.

The C−C bond rotation from staggered to eclipsed is called barrier to rotation. It requires some cost of energy. It depends upon eclipsed interaction energies of each atom attached to C−C carbon atom.

The energy cost for H/H eclipsed interaction is 4 kJ/mol.

To find: the energy cost associated with the eclipsing interaction between a bromine atom and a hydrogen atom in bromoethane.

Answer 6

Chapter 4, Problem 49PP

Interpretation Introduction

Interpretation:

The energy cost associated with the eclipsing interaction between a bromine atom and a hydrogen atom in bromoethane is needed to be calculated on basis of given information the barrier to rotation of bromoethane is 15 kJ/mol.

Concept introduction:

Conformations are arising due to the free rotation of C−C bond. These rotations are measured by dihedral angle; it is the angle between two atoms attached to two different carbons of C−C rotation in Newman projection.

The most and least energy occupied conformers are eclipsed and staggered, which are having a dihedral angle of ‘0’ and ‘60’ degree respectively.

The torsional strain and steric interaction between atoms of eclipsed conformations makes them more energized as compared to staggered conformations.

The C−C bond rotation from staggered to eclipsed is called barrier to rotation. It requires some cost of energy. It depends upon eclipsed interaction energies of each atom attached to C−C carbon atom.

The energy cost for H/H eclipsed interaction is 4 kJ/mol.

To find: the energy cost associated with the eclipsing interaction between a bromine atom and a hydrogen atom in bromoethane.

Answer 7

Chapter 4, Problem 49PP

Interpretation Introduction

Interpretation:

The energy cost associated with the eclipsing interaction between a bromine atom and a hydrogen atom in bromoethane is needed to be calculated on basis of given information the barrier to rotation of bromoethane is 15 kJ/mol.

Concept introduction:

Conformations are arising due to the free rotation of C−C bond. These rotations are measured by dihedral angle; it is the angle between two atoms attached to two different carbons of C−C rotation in Newman projection.

The most and least energy occupied conformers are eclipsed and staggered, which are having a dihedral angle of ‘0’ and ‘60’ degree respectively.

The torsional strain and steric interaction between atoms of eclipsed conformations makes them more energized as compared to staggered conformations.

The C−C bond rotation from staggered to eclipsed is called barrier to rotation. It requires some cost of energy. It depends upon eclipsed interaction energies of each atom attached to C−C carbon atom.

The energy cost for H/H eclipsed interaction is 4 kJ/mol.

To find: the energy cost associated with the eclipsing interaction between a bromine atom and a hydrogen atom in bromoethane.

Answer 8

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Answer 9

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Answer 10

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Answer 11

Ch. 4.2 - Prob. 1LTS Ch. 4.2 - Prob. 1PTS Ch. 4.2 - Prob. 2PTS Ch. 4.2 - Prob. 3ATS Ch. 4.2 - Prob. 2LTS Ch. 4.2 - Prob. 4PTS Ch. 4.2 - Prob. 5ATS Ch. 4.2 - Prob. 3LTS Ch. 4.2 - Prob. 6PTS Ch. 4.2 - Prob. 7ATS

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