Question

In: Chemistry

Halogenated compounds are particularly easy to identify by their mass spectra because chlorine and bromine occur...

Halogenated compounds are particularly easy to identify by their mass spectra because chlorine and bromine occur naturally as mixtures of two abundant isotopes. •Chlorine occurs as 35Cl (75.8%) and 37Cl (24.2%); •Bromine occurs as 79Br (50.7%) and 81Br (49.3%); •Boron compounds also stand out owing to the two isotopes 10B (19.9%) and 11B (80.1%). For the compound Chlorocyclohexane, C6H11Cl: a) At what masses do the molecular ions occur? b) What are the percentages of each molecular ion?

Solutions

Expert Solution

sol:-

data provided the question is :-

  • % abundance of 35Cl = 75.8%
  • % abundance of 37Cl = 24.2%
  • % abundance of 79Br = 50.7%
  • % abundance of 81Br = 49.3%
  • % abundancw of 10B = 19.9%
  • % abundance of 11B = 80.1%

Compound = C6H11Cl

formula used :-

average atomic mass =

{(mass of isotope A * %abundance) + (mass of isotope B * % abundance)}/ 100

so,

•):- average atomic mass of Cl =

{(mass of 35Cl * % abundance) + ( mass of 37Cl * %abundance)}/100

= {(35 * 75.8) + (37 * 24.2)}/100

= (2653 + 895.4)/100

= 3548.4 / 100

= 35.484 amu

average atomic mass of Cl = 35.484 amu or g/mol

•):- average atomic mass of Br=

{(mass of 79Br * %abundance) + (mass of 81Br * %abundance)}/ 100

= {(79 * 50.7) + (81 * 49.3)}/ 100

= {(4005.3) + (3993.3)}/100

= 7998.6/100

= 79.986 amu

average atomic mass of Br = 79.986 amu or g/mol

•):- average atomic mass of B =

{(mass of 10B * %abundance) + (mass of 11B * % abundance)}/ 100

= {( 10 * 19.9) + (11 * 80.1)}/ 100

= { 199 + 881.1}/100

= 1080.1 /100

= 10.801 amu

average atomic mass of B = 10.801 amu or g/mol.

•):- atomic mass of C = 12 g/mol.

•):- atomic mass of H = 1 g/mol.

molecular mass of C6H11Cl = ( 6 * 12 g/mol + 11 * 1 g/mol + 35.484 g/mol.)

= (72 + 11 + 35.484 ) g/mol

= 118.484 g/mol.

a):- 118.484 would be the mass of compound occur.

b):- mass % of " C " = ( 72 * 100) / 118.484

= 60.77 %

mass % of " H " = (11 * 100)/118.484

= 9.28 %

mass % of " Cl " = (35.484 * 100)/118.484

= 29.95 %


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