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Chemistry of Solutions

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Title: Chemistry of Solutions


1
Chemistry of Solutions
  • Chapter 7

2
Types of Solutions
  • Although there are many examples of solutions in
    different phases gases in gases gases,
    liquids, or solids in liquids and liquids or
    solids in solids the most frequent situation in
    chemistry is working with something dissolved in
    a liquid.
  • A solution is a homogeneous mixture i.e., no
    separation of solute and solvent, concentration
    the same everywhere.

3
Water
  • Water is the most common solvent in a chemistry
    laboratory. Dissolves many materials because of
    its ability to form hydrogen bonds or because of
    its polarity.
  • However, water has trouble dissolving many
    non-polar substances, particularly organic
    compounds.

4
Like Dissolves Like
  • Polar solvents like to dissolve polar or ionic
    solutes salt in water, acetic acid in water,
    methanol in water, acetic acid in methanol
  • Nonpolar solvents like to dissolve nonpolar
    solutes toluene in hexane, hexane in carbon
    tetrachloride
  • Note that surfactants work by having a nonpolar
    end that is attracted to nonpolar grease and an
    opposite polar end attracted to water to carry
    the grease away. Also a model for cell walls
    (lipid chemistry).

5
Electrolytes and Nonelectrolytes
  • An electrolyte is a solute that separates into
    ions in water.
  • Differentiated by labels strong and weak.
  • Strong dissociate 100 into ions. (NaCl)
  • Weak stays mostly as intact molecules. Only a
    small portion dissociates into ions (acetic
    acid, phenol, ammonia)
  • A nonelectrolyte does not dissociate at all
    (sugar, ethanol). Stays as intact molecules.
  • Conductivity of a solution is a good measure of
    strength of an electrolyte.

6
Equivalents
  • Used to describe electrolyte concentrations
    examples in book are taken from medical
    applications.
  • Def an equivalent is the number of moles of an
    ion providing one mole of positive or negative
    charge.
  • equivalents of ion moles of ion Absolute
    value of charge of the ion
  • e.g., 0.4 moles Ca2 0.8 equivalents Ca2

7
Example on Equivalents
  • A solution contains 40 mEq/L Cl- and 15 mEq/L of
    HPO42- . If Na is the only cation in the
    solution, what is the sodium ion concentration in
    milliequivalents per liter?
  • What are the molar concentrations of each
    component of the solution?

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9
Solubility
  • Not every solution system is completely miscible.
    It is possible to saturate a solution. A
    saturated solution has the maximum amount of
    solute dissolved in a solvent at a given
    temperature. We see this all the time with the
    solubility of, for example, sugar in water.
  • Solubility usually increases with temperature.
    Hence, more sugar dissolves in hot tea than in
    iced tea. This is because most solution
    processes are endothermic they absorb heat to
    make them go.

10
Solubility Example
  • The solubility of KCl in water
  • At 20 deg C, 34 g KCl will dissolve in 100 g
    water
  • At 50 deg C, 43 g KCl will dissolve in 100 g
    water
  • A solution containing 80. g of KCl in 200. g of
    water at 50 deg C is cooled to 20 deg C. How
    many grams of KCl remain in solution at 20 deg C?
    How many grams of KCl crystallized from solution
    after cooling?

11
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12
Concentrations
  • Defined in the form

13
Percent concentrations
  • Mass Percent most common, except in medical
    applications
  • Volume Percent (volumes not strictly additive)
  • Mass / Volume Percent (using grams of solute, ml
    of solution) seems to be commonly used in
    medical applications

14
Example
  • A patient needs 100. g of glucose in the next 12
    hours. How many liters of a 5 (m/v) glucose
    solution must be given?

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16
Molarity
  • Most common in the chemistry laboratory
  • Gives the number of moles of solute present in a
    given volume. Easy to relate back to chemical
    equations which operate based on moles.

17
Example 1
  • Calculate the molarity of 5.85 g of sodium
    chloride in 400. ml of solution.

18
Example 2
  • Calculate the number of grams of solute needed to
    make 175 ml of 3.00 M sodium nitrate?

19
Example 3
  • How many milliliters of 0.800 M calcium nitrate
    contain 0.0500 moles of this solute?

20
Example 4
  • What is the final concentration in molarity of a
    solution in which water is added to 25 ml of a
    25 (m/v) solution of sulfuric acid until the
    final volume is 100.0 ml?

21
Example 5
  • How many liters of 0.50 M phosphoric acid can be
    made from 0.500 liter of a 6.0 M phosphoric acid
    stock solution?

22
Example 6
  • Lead(II) nitrate reacts with potassium chloride
    to produce lead(II) chloride and potassium
    nitrate. The lead(II) chloride precipitates as a
    solid and is removed from the reaction as it is
    formed.
  • Write a balanced equation for this reaction.
  • How many grams of lead(II) chloride will be
    formed from 50.0 ml of 1.50 M potassium chloride
    and excess lead(II) nitrate?
  • How many milliliters of 2.00 M lead(II) nitrate
    are needed to react completely with 50.0 ml of
    1.50 M potassium chloride?

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