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45 g of ethylene glycol (C_(2)H_(6)O_(2)) is mixed with 600 g of water. Calculate (a) the freezing point depression and (b) the freezing point of the solution. |
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Answer» Solution :Depression in freezing point is related to the molality, therefore, the molality of the solution with respect to ethylene glycol. `= ("moles of ethylene glycol")/("mass of water in KILOGRAM")` `therefore` Moles of ethylene glycol `= (45 g)/(62 g MOL^(-1))` = 0.73 mol `therefore` Mass of water in `kg = (600 g)/(1000 g kg^(-1))=0.6 kg` `therefore` Hence molality of ethylene glycol `=(0.73 mol)/(0.60 kg)` `= 1.2 mol kg^(-1)` `therefore` Therefore freezing point depression, `Delta T_(F)=1.86K kg mol^(-1)xx 1.2 mol kg^(-1)` = 2.2 K `therefore` Freezing point of the aqueous solution, `= 273.15 K - 2.2 K` = 270.95 K |
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