Chemistry Finding mole fraction of polymers from weight percents %

AI Thread Summary
The discussion focuses on calculating the mole fraction of polystyrene in a blend of polystyrene and polypropylene, given their weight percentages. The user attempts to convert weight percentages to grams and calculate the mole fraction using molar masses. However, there is confusion regarding the appropriate molar mass to use for the polymers, as it cannot simply be the sum of the monomer masses unless derived from an equimolar mixture. The correct approach requires recognizing that the molar mass of a polymer is an average based on the specific polymerization process. This highlights the importance of understanding polymer chemistry in mole fraction calculations.
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Watsup! I'm taking this nano class which is awesome but I am getting stuck on the gen chem material! no bueno. just want to make sure i did this right. Thanks!

Homework Statement

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"A blend contains 45wt% polystyrene and 55wt% polypropylene. What is the mole fraction of polystyrene in the blend?"

The Attempt at a Solution


I think I remember having to change the percents into grams,
then find the molar masses of the total blend and the polystyrene.
Then divide the grams by the molar masses leaving moles/moles --> so unitless
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45[g(PS)]/100[g(total)]
Polystyrene: (12*8 + 1*8) = 104[g/mol]
Polypropylene: (12*3 + 6*1) = 42[g/mol]
total= 146[g/mol]

(45/104)/(100/146) ≈ 0.632
 
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This is at least strange. Unless they mean something else than they asked, to calculate molar fraction you need to know molar mass - of the polymer, not of the monomer.

Unless for some reason they decided to use a definition of molar fraction that is different from the definition used in general chemistry.
 
Why wouldn't the molar mass for the polymer be the sum of the molar masses of the two different monomers?
 
Molar mass depends on how many monomers reacted when producing one polymer molecule. And it is (almost) never a strict value, it is an average.
 
You are using 100g of polymer in your calculation. You have determined that 45g of this is PS. Where you went wrong is with the factor 100/146. You assume here that the molecular wt of the polymer is the algebraic sum of the molecular weights of the individual monomers. This would be true only for a polymer derived from an equimolar mixture of the two monomers.
 
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