J.R. S. answered 10/02/17
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∆T = imK
∆T = change in temperature or change in boiling point
i = van't Hoff factor = 1 for CHCl3
m = molality = moles CHCl3/kg CCl4
K = boiling point constant for CCl4 = 5.03º/m
First, calculate m and then substitute in above equation:
moles CHCl3 = 5.00 g x 1 mole/119.37 g = 0.04189 moles
kg CCl4 = 100 g CCl4 = 0.1 kg
molality = 0.04189 moles/0.1 kg = 0.4189 m
∆T = (1)(0.4189 m)(5.03º/m) = 0.2107 degrees C
New boiling point = 0.2107 + 77.2 = 77.4 degrees C
NOTE: density of CCl4 is not needed for this problem.
0.90% m/v = 0.90 g/100 ml soln = 9.0 g/liter soln
9.0 g/L x 1 mole/58.45 g = 0.15398 moles/L = 0.154 M = molarity
molality = moles NaCl/kg water
1.186 g/ml = 1186 g/L
1186 g - 9 g = 1177 g H2O = 1.177 kg H2O
m = 0.154 moles NaCl/1.177 kg H2O = 0.1308 m = 0.131 m
Answers given to 2 significant figures (based on 0.90%) would be 0.15 M and 0.13 m.