Respuesta :
(46.972* 69.472% + 48.961*21.667% + 49.954*8.8610%)/100% =
= 46.972* 0.69472 + 48.961*0.21667 + 49.954*0.088610 =47.667 u
= 46.972* 0.69472 + 48.961*0.21667 + 49.954*0.088610 =47.667 u
The atomic mass of the element has been found to be 87.5048 amu.
The atomic mass of the element has been given as the average atomic mass of the atom with respect to the isotopes in the nature and abundance.
The average atomic mass of a compound has been given by:
[tex]\rm amu=mass_1\;\times\;abundance\;+\;mass_2\;\times\;abundance[/tex]
Computation for atomic mass
The mass of isotopes of a given element has been given as:
Isotope 1 = 46.972, abundance = 0.69472
Isotope 2= 48.961 abundance = 0.21667
Isotope 3= 49.954 abundance = 0.88610
Substituting the values for atomic mass:
[tex]amu=46.972\;\times\;069472\;+\;48.961\;\times\;0.21667\;+\;49.954\;\times\;0.88610\\amu=32.6323\;+\;10.6083\;+\;44.2642\\amu=87.5048[/tex]
The atomic mass of the element has been found to be 87.5048 amu.
For more information about atomic mass., refer to the link:
https://brainly.com/question/5566317