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Can someone pleae help me with question 2, how to draw fragmentation charts for HCl and Br??

Data is below

2. Using the given (similar to Figure 2.5). For each flow chart assume that 10,000 molecules have been introduced into the sp
400 200 0 34 35 36 37 38 39 Mass to Charge Ratio Formula Formula Percent Mass of atom or Counts Percent Mass of atom or Count
900 800 700 600 500 400 300 200 100 78 79 80 81 82 157 158 159 160 161 162 161 Mass to Charge Ratio Formula Formula Percent o
2. Using the given (similar to Figure 2.5). For each flow chart assume that 10,000 molecules have been introduced into the spectrometer. Each flow chart should account for all of the signals that would be observed and should include the signal intensities for each signal. fragmentation flow charts for the following molecules mass spectra, create Fragmentation flow chart for HCl a. elem eme b. Fragmentation flow chart for Br
400 200 0 34 35 36 37 38 39 Mass to Charge Ratio Formula Formula Percent Mass of atom or Counts Percent Mass of atom or Counts Signal Signal compound compound 37 1870 0.147 35 37 lo40 0.064 'H$7Cl 170 5030 05e a0 36 0 147 38 Atomic weight of Chlorine (show calculation) 35(0.187) 26.54 5 34.25) RO,238 36(0.5020) 30 amu 37 (0.004) a.367 (o.87) 7.10a 34 21 Laboratory 2 Mass Spectroscopy and Atomic Mass 0808
900 800 700 600 500 400 300 200 100 78 79 80 81 82 157 158 159 160 161 162 161 Mass to Charge Ratio Formula Formula Percent of atom or Mass Counts Percent Mass of atom or Counts Signal Signal compound compound 74 Br アBBr 350 4290 0.48 90 01429 79 O.035 158 81 160 0.072 BraB350 o.035 162 Atomic weight of Bromine (show calculation) ン33.891 7 (0.429) (o,429) CD amu 34.749 : a.745 79 0.035) 5-T0 B0 (0.072) 121 10.035): a. 935 20 Mass Spectroscopy and Atomic Mass Laboratory 2
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Answer #1

(i) Fragmentation pattern for HCl:

Cl exists in two isotopes with the ratio 35Cl:37Cl = 3:1

Hence, HCl shows two fragments of masses 1+35 = 36, 1+37 = 38, with the ratio 1​​​​​H35Cl:1H37Cl = 3:1

(ii) Fragmentation pattern for Br2:

Br exists in two isotopes with the ratio 79Br:89Br = 1:1

Hence, Br2 shows three fragments of masses 79+79 = 158, 79+81 = 160, and 81+81 = 162, with the ratio 79​​​​​Br79Br:79Br81Br:81Br81Br= 1:2:1

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