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(a) Spectra A and B belong to isomers of C6H12O. Explain how you can tell which isomer goes with each spectrum.

(b) The intensity of theM + 1peak at m/z,101mustbe incorrect in both spectra. It is entirely missing in spectrum A and too intense (15.6% of intensity of M+* ) in spectrum B. What should be the intensity of M + 1 relative to M+* for the compositionC6H12O?

Short Answer

Expert verified

(a) The arrival of a strong peak at is the first difference between the two spectra. m/z = 72 It's possible that something in A isn't present in B.




(b) The intensity with which M + 1 in relation to M+ the following calculation can be used to find this. Intensity
=6×1.08%ÁåŸC13+12×0.012%ÁåŸH+1×0.038%ÁåŸO12=6.7%of+M+

Step by step solution

01

Definition of C6H12O

Oxepane is a heterocyclic chemical molecule with the formula C6H12O, which is a cycloheptane with one of its methylene groups replaced by oxygen.

02

Determine the spectra A and B belong to isomers of C6H12O . Explain how you can tell which isomer goes with each spectrum

(a)

It is necessary to explain the supplied spectrum.

It can deduce the following from the given spectrum:

The arrival of a strong peak at is the first difference between the two spectra. m/z = 72 It's possible that something in A isn't present in B.

The highest point is at m/z = 72 indicates that the molecular ion has lost a neutral molecule with an even mass of 28 Da.

3-Methyl-2-pentanone yields ethylene, but 3,3-Dimethyl-2-butanone yields no ethylene due to a lack of oxygen γ-CH group It's known as the McLafferty rearrangement, and it's represented like this:

3-methyl-2-pentanone should be used for spectrum A, while 3,3-dimethyl-2-butanone should be used for spectrum B.

03

Determine the intensity of  M + 1  relative to M+* for the composition C6H12O  

(b)

What should the intensity of the given chemical be M + 1 in relation to M+ It must be determined.

The chemical in question is C6H12O .

The intensity with which M + 1 in relation to M+ The following calculation can be used to find this. Intensity

=6×1.08%ÁåŸC13+12×0.012%ÁåŸH+1×0.038%ÁåŸO12=6.7%of+M+

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Most popular questions from this chapter

What is selected reaction monitoring? Why is it also called MS/MS? Why does it improve the signal-to-noise ratio for a particular analyte?

28: A limitation on how many spectra per second can be recorded by a time-of-flight mass spectrometer is the time it takes the slowest ions to go from the source to the detector. Suppose we want to scan up to m/z 500. Calculate the speed of this heaviest ion if it is accelerated through 5.00 kV in the source. How long would it take to drift 2.00 m through a spectrometer? At what frequency could you record spectra if a new extraction cycle were begun each time this heaviest ion reached the detector? What would be the frequency if you wanted to scan up to m/z 1000?

Explain what is meant by spectral, chemical, ionization, and isobaric interference.

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