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How many moles of each of the following are needed to give the same freezing point lowering as 5.0mol of the nonelectrolyte eth...Asked by Chemistry
How many moles of each of the following are needed to give the same freezing point lowering as 5.0mol of the nonelectrolyte ethylene glycol in 1 kg of water?CH3−OH, a non electrolyte, KNO3, a strong electrolyte.
Im confused on what they are asking, and how in the world would you set this up
Im confused on what they are asking, and how in the world would you set this up
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Answered by
DrBob222
I believe you are over thinking the problem.
delta T for ethylene glycol is
dT = Kf*m. You can calculate m, then dT.
Substitute that dT and Kf and solve for m of CH3OH. Then m = mols/kg; you know kg and m, solve for mols. I think that is 5 mols CH3OH.
The reason for the problem is to recognize that KNO3 is not a non-electrolyte; it dissolves into two particles and you must use the version of the formula that is
dT = i*Kf*m where i is the van't Hoff factor which is 1(for non-electrolytes like ethylene glycol and methyl alcohol (CH3OH) but 2 for KNO3. It would be 3 for Na2SO4 and 2 for NaCl, etc.
So set up dT and i and Kf and solve for m and mols. I think that answer will be 2.5 mols needed although I didn't put a pen and paper to it and it's possible I goofed in my memory banks.
delta T for ethylene glycol is
dT = Kf*m. You can calculate m, then dT.
Substitute that dT and Kf and solve for m of CH3OH. Then m = mols/kg; you know kg and m, solve for mols. I think that is 5 mols CH3OH.
The reason for the problem is to recognize that KNO3 is not a non-electrolyte; it dissolves into two particles and you must use the version of the formula that is
dT = i*Kf*m where i is the van't Hoff factor which is 1(for non-electrolytes like ethylene glycol and methyl alcohol (CH3OH) but 2 for KNO3. It would be 3 for Na2SO4 and 2 for NaCl, etc.
So set up dT and i and Kf and solve for m and mols. I think that answer will be 2.5 mols needed although I didn't put a pen and paper to it and it's possible I goofed in my memory banks.
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