The mass spectrum of CóH6Br is shown below. • Explain the two peaks at 156 and 158 m/z. Predict the MF (molecular formula) for this compound. 100 - MS-NW-1589 80 20 25 50 75 100 125 150 175 m/z Relative Intensity
The mass spectrum of CóH6Br is shown below. • Explain the two peaks at 156 and 158 m/z. Predict the MF (molecular formula) for this compound. 100 - MS-NW-1589 80 20 25 50 75 100 125 150 175 m/z Relative Intensity
Chemistry
10th Edition
ISBN:9781305957404
Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Chapter1: Chemical Foundations
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![**Mass Spectrum Interpretation: C₆H₆Br**
The mass spectrum of C₆H₆Br (bromobenzene) is shown below.
**Analysis Objectives:**
- **Explain the two peaks at 156 and 158 m/z.**
- **Predict the MF (molecular formula) for this compound.**
**Graph Explanation:**
The accompanying graph presents a mass spectrum, which is a plot of relative intensity versus the mass-to-charge ratio (m/z). The x-axis represents the m/z values, while the y-axis is labeled "Relative Intensity", showing the abundance of detected ions.
Key observations:
1. There are two prominent peaks at m/z values of 156 and 158.
2. The peak at m/z 156 is slightly less intense than the peak at m/z 158.
### Interpreting Significant Peaks:
- **Peaks at 156 and 158 m/z:**
The presence of two peaks at 156 and 158 m/z with nearly equal intensity is indicative of the isotropic nature of bromine (Br). Bromine has two stable isotopes: ^79Br and ^81Br, which occur in nearly equal natural abundance (~50% each).
In the mass spectrometric analysis:
- The peak at m/z 156 corresponds to the molecular ion containing the ^79Br isotope.
- The peak at m/z 158 corresponds to the molecular ion containing the ^81Br isotope.
### Predicting Molecular Formula:
Given that the peaks correspond to the isotopes of bromine and the molecular formula is specified as C₆H₆Br, we can further verify:
- Carbon (C) has an atomic mass approximately 12.
- Hydrogen (H) has an atomic mass approximately 1.
- Bromine (Br) isotopes have masses 79 and 81.
Calculation:
For C₆H₆ ^79Br:
(6 * 12) + (6 * 1) + 79 = 156,
For C₆H₆ ^81Br:
(6 * 12) + (6 * 1) + 81 = 158.
Thus, the mass spectrum confirms the molecular formula as C₆H₆Br.
This analysis includes the identification of the isotopic pattern typical for compounds containing bromine and reinforces the molecular structure of bromobenzene.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb84291ba-6294-40a5-ad38-e24fd039f93a%2Faf0a4d31-5ba6-401c-a6a4-aff2d898f3a9%2Fqj4zaom_processed.png&w=3840&q=75)
Transcribed Image Text:**Mass Spectrum Interpretation: C₆H₆Br**
The mass spectrum of C₆H₆Br (bromobenzene) is shown below.
**Analysis Objectives:**
- **Explain the two peaks at 156 and 158 m/z.**
- **Predict the MF (molecular formula) for this compound.**
**Graph Explanation:**
The accompanying graph presents a mass spectrum, which is a plot of relative intensity versus the mass-to-charge ratio (m/z). The x-axis represents the m/z values, while the y-axis is labeled "Relative Intensity", showing the abundance of detected ions.
Key observations:
1. There are two prominent peaks at m/z values of 156 and 158.
2. The peak at m/z 156 is slightly less intense than the peak at m/z 158.
### Interpreting Significant Peaks:
- **Peaks at 156 and 158 m/z:**
The presence of two peaks at 156 and 158 m/z with nearly equal intensity is indicative of the isotropic nature of bromine (Br). Bromine has two stable isotopes: ^79Br and ^81Br, which occur in nearly equal natural abundance (~50% each).
In the mass spectrometric analysis:
- The peak at m/z 156 corresponds to the molecular ion containing the ^79Br isotope.
- The peak at m/z 158 corresponds to the molecular ion containing the ^81Br isotope.
### Predicting Molecular Formula:
Given that the peaks correspond to the isotopes of bromine and the molecular formula is specified as C₆H₆Br, we can further verify:
- Carbon (C) has an atomic mass approximately 12.
- Hydrogen (H) has an atomic mass approximately 1.
- Bromine (Br) isotopes have masses 79 and 81.
Calculation:
For C₆H₆ ^79Br:
(6 * 12) + (6 * 1) + 79 = 156,
For C₆H₆ ^81Br:
(6 * 12) + (6 * 1) + 81 = 158.
Thus, the mass spectrum confirms the molecular formula as C₆H₆Br.
This analysis includes the identification of the isotopic pattern typical for compounds containing bromine and reinforces the molecular structure of bromobenzene.
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