Unit # 4 Colligative Properties.. Colligative Properties - Properties that depend on the...
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Transcript of Unit # 4 Colligative Properties.. Colligative Properties - Properties that depend on the...
![Page 1: Unit # 4 Colligative Properties.. Colligative Properties - Properties that depend on the concentration of solute molecules or ions in solution, but do.](https://reader035.fdocuments.in/reader035/viewer/2022062517/56649f2a5503460f94c43c61/html5/thumbnails/1.jpg)
Unit #4
Colligative Properties.
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Colligative Properties -
Properties that depend on the concentration of solute molecules or ions in solution, but do not depend on the chemical identity of the solute. (For example, addition of Ethylene glycol or Urea to water will have the same effect.)
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Examples of Colligative Properties:
3. Vapor pressure lowering
1. Boiling point elevation
2. Freezing point depression
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The above colligative properties depend on the mole fraction of the solvent.
Mole fraction -The mole fraction of substance “A” is represented as XA
XA = # of moles of “A”
Total moles of solution (solute + solvent)
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Example #1:
A solution is 1 mol Ethylene glycol and 9 mol water.
Calculate the mole fraction of both the solute and the solvent.
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XEthylene glycol =1 mol Ethylene glycol
10 mol solutionx 100
XEthylene glycol = 10%
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XWater =9 mol water
10 mol solutionx 100
XWater = 90%
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Example #2:
What are the mole fractions of glucose and water in a solution containing 5.67g of glucose dissolved in 25.2g of water ?
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Clues:
1. Determine the chart mass of the solute and the solvent.
2. Determine the number of moles of the solute and solvent
3. Use the mole fraction formula to solve.
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Glucose = C6H12O6 = 180.1572 g/mol
Use “DIMO” to calculate moles.
5.67g glucose = 0.0315 mol glucose
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Water = H2O = 18.0152 g/mol
Use “DIMO” to calculate moles.
25.2g water = 1.40 mol water
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Mole fraction glucose
0.0315 mol glucose
1.4315 mol solution
= 0.0220 x 100
= 2.20%
Mole fraction water
1.40 mol water
1.4315 mol solution
= 0.978 x 100
= 97.8%
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Example #3:
A bleaching solution contains Sodium hypochlorite, NaClO, dissolved in water. The bleach is 0.750m NaClO. What is the mole fraction of Sodium hypochlorite ?
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Clues:
1. Recall the definition of molality.
2. Convert Kg of solvent to moles
3. Use the mole fraction formula to solve
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0.750m =0.750 mol NaClO
1 Kg solvent
1 Kg solvent (water) = 55.5 mol water
XNaClO =0.750 mol NaClO
56.25 mol solution= 0.013%
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Example #4:
Vinegar is 0.763M Acetic acid,
CH3COOH. The density is 1.004 g/mL. What
is the mole fraction of the acetic acid ?
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Vapor pressure lowering -
Vapor pressure lowering of a solvent is equal to the vapor pressure of the pure solvent minus the vapor pressure of the solution.
There are three formulas associated with Vapor Pressure Lowering.
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1. Plowering = Vapor pressuresolvent - VPsolution
2. Plowering = PÅ x XB
PÅ = vapor pressure of pure solvent
XB = mole fraction of solute
3. Plowering = PÅ - PA
PA = partial pressure of solvent
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V.P. lowering example #1:
V.P.water = 17.54 mmHg
V.P.0.0100m antifreeze sol’n = 17.36 mmHg
V.P.lowering = 0.18 mmHg
Lowering vapor pressure, increases boiling point.
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V.P. lowering example #2:
How much will the vapor pressure of water drop when 5.67g of glucose are dissolved in 25.2g of water at 25C and what will the new vapor pressure be ?
V.P. water 25 = 23.8 mmHg
Clue: Use: Plowering = PÅ x XB
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Plowering = PÅ x XB
5.67g glucose = 0.0315 mol
25.2g water = 1.40 mol
Total mol = 1.4315 mol
Mol fraction glucose = 0.0220
= 23.8 mmHg x 0.0220
= 0.524 mmHg
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New V.P. = V.P. pure solvent - drop in V.P.
= 23.8 mmHg - 0.524 mmHg
= 23.3 mmHg
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V.P. lowering example #3:
Calculate the vapor pressure at 35C of a solution made by dissolving 20.2g of
sucrose, C12H22O11, in 60.5g of water ?
V.P. water 35C = 42.2 mmHg
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V.P. lowering example #4:
Naphthalene, C10H8, is used to make
mothballs. Suppose 0.515g of Naphthalene
are dissolved into 60.8g of chloroform, CHCl3;
calculate the new vapor pressure of the solvent.
V.P. chloroform 20C = 156 mmHg
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Boiling point elevation -Tb equals the boiling point of the solution
minus the boiling point of the pure solvent.Tb = iKbCm where
i = The number of ions if dissolved in
water.
Kb = boiling point elevation constant (depends on the solvent)
Cm = molal concentration
(m = #mol solute/Kg solvent)
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What is the “Normal Boiling Point” of a substance?
The temperature at which the vapor pressure equals 1 atmosphere.
Therefore if:
Vapor Pressure increases, Boiling Point decreases.
Vapor Pressure decreases, Boiling Point increases.
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Freezing point elevation -
Tf equals the freezing point of the pure
solvent minus the freezing point of the solution.Tf = KfCm where
Kf = freezing point depression constant (depends on the solvent)
Cm = molal concentration
(m = #mol solute/Kg solvent)