Sulfur 4 naturally occurring stable isotopes. Use the relative abundance of each to calculate the atomic mass of sulfur. 95.02% of S with mass number 32, 0.75% of S with mass number 33, 4.21% of S with mass number 34 and 0.02% of sulfur with mass number 36.
Relative mass of natural Sulphur is (95.02 / 100) * 32 + (0.75/100) * 33 + (4.21/100) * 34 +(0.02 / 100) * 36 I think result is close 32.07, but e.g. for isotope 32 you find from tables more accurate value 31.972 070
All you have to do for these types of questions, is times the relative abundance by the mass number, add them all together and divide by 100. \[\frac{ (abundance \times mass number) + (abundance \times mass number) }{ 100 }\] Do this for however many isotopes you have in your question. For your asked question you will have to do (abundance x mass number) 4 times as there are 4 different isotopes. I hope this helps!
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