Mass Spectrometry Homework: Relative Abundance of S-32 & S-34

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In summary, the organic compound in question contains C, H, and S atoms, with S having two isotopes, S-32 and S-34, in a ratio of 25:1. The peak of M+2 on the mass spectrometry graph should be 4% of the peak of M+. However, there seems to be a discrepancy between the book's answer and the lecturer's statement, with the book saying that the peak of M+2 is 104% of the peak of M+. It is unclear who is correct in this situation.
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Homework Statement



An organic compound contains some C and H atoms and 1 S atom. Element sulfur, S has 2 isotopes, S-32 ans S-34. Their relative isotopic abundance is 100:4 (or 25:1). On the mass spectrometry graph, how would the peak of M+2 compared to that of M+'s peak?


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The Attempt at a Solution


This is a question in Wade Organic Chemistry book. The answer given in the book is that the peak at M+2 is 4% of that of M+'s peak. However, my lecturer points out that the book is wrong. He says that the peak of M+2 should be 104% of that of M+'s peak. Who is correct?

I think the book is correct. Since the ratio of compound with S-32 and S-34 is 25:1. So I don't see any reason why we need to add 100 to that 4.
 
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You are right. Are you sure you heard the lecturer correctly?
 
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it is important to always question and critically evaluate information presented to us. In this case, there seems to be a discrepancy between the answer given in the textbook and that of your lecturer. To determine who is correct, we need to understand the principles behind mass spectrometry and how it relates to the relative abundance of isotopes.

In mass spectrometry, ions are separated based on their mass-to-charge ratio (m/z). The peak at M+2 corresponds to the molecular ion (M+) with an additional two mass units, which indicates the presence of the heavier isotope, S-34. The peak at M+ corresponds to the molecular ion with only the lighter isotope, S-32.

In this case, the ratio of S-32 to S-34 is 25:1, which means that for every 25 molecules with S-32, there is only 1 molecule with S-34. This translates to a relative abundance of 96% for S-32 and 4% for S-34. Therefore, the peak at M+2 should be 4% of the peak at M+.

To further support this, we can use the equation for relative isotopic abundance, which is the ratio of the intensity of the peak for one isotope to the sum of the intensities of all peaks for that element. In this case, the relative isotopic abundance for S-32 is 25/26, which is approximately 96%, and for S-34 it is 1/26, which is approximately 4%. This further confirms that the peak at M+2 should be 4% of the peak at M+.

In conclusion, based on the principles of mass spectrometry and the given information, the book is correct and the peak at M+2 should be 4% of the peak at M+. It is important to always question and critically evaluate information, and in this case, the principles of mass spectrometry support the answer given in the book.
 

1. What is mass spectrometry?

Mass spectrometry is an analytical technique used to determine the molecular weight and chemical structure of a substance by measuring the mass-to-charge ratio of its ions.

2. How does mass spectrometry work?

In mass spectrometry, a sample is ionized and the resulting ions are separated based on their mass-to-charge ratio using an electric or magnetic field. The separated ions are then detected and their abundance is measured to determine the molecular weight of the sample.

3. What is the relative abundance of S-32 and S-34 in mass spectrometry homework?

The relative abundance of S-32 and S-34 in mass spectrometry homework refers to the relative proportion of these two isotopes of sulfur in the given sample. This can be determined by comparing the intensity of their respective peaks in the mass spectrum.

4. Why is the relative abundance of S-32 and S-34 important?

The relative abundance of S-32 and S-34 is important because it can provide information about the origin and composition of a sample. For example, different sources of sulfur may have different ratios of these isotopes, allowing scientists to identify the source of a given sample.

5. How can the relative abundance of S-32 and S-34 be calculated?

The relative abundance of S-32 and S-34 can be calculated by dividing the intensity of the S-32 peak by the total intensity of all sulfur peaks, and then multiplying by 100 to get a percentage. The relative abundance of S-34 can be calculated in the same way.

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