Calculate the vapour pressure at 100°c of a solution containing 15.6 g of water and 1.68 g of sucrose
Answers
Answered by
9
Vapour pressure of the solution :
P(s) = X(solvent) × P°
Where:
P(s) = vapour pressure of the solution
X = Mole ratio of the solvent.
P° = Vapour pressure of pure solvent.
The vapour pressure of water at 100°C is 658 Torr
Mole ratio of solvent (water) = moles of solvent (water) / total moles
Moles of water :
15.6 / 18 = 0.8667 moles
Moles of sucrose :
1.68 / 343 = 0.004898 moles
Total moles :
0.8667 + 0.004898 = 0.8716 moles
Mole ratio of water = 0.8667 / 0.8716 = 0.9944
Substituting in the formula :
P(s) = 0.9944 × 658.0
= 654.3 Torr
P(s) = X(solvent) × P°
Where:
P(s) = vapour pressure of the solution
X = Mole ratio of the solvent.
P° = Vapour pressure of pure solvent.
The vapour pressure of water at 100°C is 658 Torr
Mole ratio of solvent (water) = moles of solvent (water) / total moles
Moles of water :
15.6 / 18 = 0.8667 moles
Moles of sucrose :
1.68 / 343 = 0.004898 moles
Total moles :
0.8667 + 0.004898 = 0.8716 moles
Mole ratio of water = 0.8667 / 0.8716 = 0.9944
Substituting in the formula :
P(s) = 0.9944 × 658.0
= 654.3 Torr
Answered by
0
Answer:
Mark me as brainliest.... Plss
Explanation:
☺️☺️☺️☺️☺️☺️☺️☺️☺️☺️☺️
Attachments:
Similar questions