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    ​The molecular ion peak [M]+ of an analyte as measured by Electron Ionization Mass Spectrometry has an m/z of 149 and a relative abundance of 100%. Th
    Question

    The molecular ion peak [M]+ of an analyte as measured by Electron Ionization Mass Spectrometry has an m/z of 149 and a relative abundance of 100%. The [M]+ has a relative abundance of 6.7% and the [M + 2]+ peak has a relative abundance of 5%. The abundance of the major isotope of H, C, N, O, and S are 1H-100%, 12C -98.9%, 13C -1.1%, 14N -99.6%, 15N -0.4%, 16O -99.8%, 18O -0.2%, 32S -95.0%, 33S -0.75% and 34S -4.2%. The most probable molecular formula of the compound is:

    A.

    C7H21N2OC_7 H_21 N_2 O​​

    B.

    C5H11NO2SC_5 H_11 NO_2 S​​

    C.

    C6H13O2SC_6 H_13 O_2 S​​

    D.

    C6H15NOSC_6 H_15 NOS​​

    Correct option is B

    Explanation-

    Given:
    Molecular ion peak [M]⁺ at m/z = 149, 100% abundance.
    Another peak at m/z = 150 with 6.7% abundance → indicates ¹³C isotope peak.
    [M + 2]⁺ peak with 5% abundance → suggests presence of Sulfur (S), especially ³⁴S.

    Step 1: Check [M + 1]⁺ peak (m/z = 150, 6.7%)
    This peak is due to ¹³C, which has a natural abundance of 1.1%.
    Calculation of the number of carbon atoms:
                                                                   Relative abundance of [M+1]+Abundance of 13C=6.71.16.1\frac{\text{Relative abundance of } [M + 1]^+}{\text{Abundance of } ^{13}C} = \frac{6.7}{1.1} \approx 6.1

    So, approximately 6 carbon atoms. Most likely 5–6 C atoms.
    Step 2: Check [M + 2]⁺ peak (m/z = 151, 5%)
    This is due to the ³⁴S isotope, which has 4.2% abundance.
    If the [M+2] peak is around 5%, it's strongly indicative of one sulfur atom:
    For one sulfur atom:     M+2 peak ≈ 4.2
    Observed: 5% => confirms one sulfur atom.​​

    Step 3: Molecular Weight Matching
    Look for the compound whose molecular weight is 149.

    Option b : C₅H₁₁NO₂S

    C = 5 × 12 = 60
    H = 11 × 1 = 11
    N = 1 × 14 = 14
    O = 2 × 16 = 32
    S = 1 × 32 = 32
    Total = 60 + 11 + 14 + 32 + 32 = 149 g/mol 
    Also:
    ~5 carbon atoms → Matches [M+1] peak (6.7%)
    1 sulfur atom → Matches [M+2] peak (5%)

    Final Answer: Option b  – C₅H₁₁NO₂S


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