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    Solutions

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    Solution Compositions

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    Units of Concentration

    *Formalityidentical to molarity that is used for

    solutions of ionic salts that do not exist as

    molecule in solid or in solution.

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    Units of Concentration

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    Units of Concentration

    for salts: net charge of an ion

    for redox reactants: no. of electrons lost or gain

    Normality = fx Molarity

    f:

    for acids: no. of replaceable H+

    for bases: no. of replaceable OH-

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    Units of Concentration

    Mole fraction

    Mole percent

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    Units of Concentration

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    Units of Concentration

    1 ppm = 1 mg/L1 ppb = 1 g/L

    1 ppt = 1 ng/L

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    Example 1

    What is the molarity of water at 40C?

    Ans. 55.5 M

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    Example 2

    The concentration of glucose in normal

    spinal fluid is 75 mg/100 g. What is

    the molal concentration?

    Ans. 4.2 x 10-3M

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    Example 3

    A 34.00%-by-mass solution of H3PO4in

    water has a density of 1.209 g/cm3at

    200

    C. What is the molarity andmolality of this solution?

    Ans: 4.19 M, 5.26 m

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    Example 4

    The hardness of water (hardness count) is

    usually expressed as parts per million

    (by mass of CaCO3), which is equivalent

    to milligrams of CaCO3per liter of water.

    What is the molar concentration of Ca2+

    ions in a water sample with hardness

    count of 175?

    Ans. 1.75 x 10-3M.

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    Acids and Bases

    Arrhenius Theory

    Bronsted-Lowry Theory

    Lewis Theory

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    Acids and Bases

    Arrhenius Theory of Acid and Bases:

    An acid produces H+and

    a base produces OH-

    in aqueous solutions.

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    Acids and Bases

    Brnsted-Lowry Theory of Acid and Bases:

    An acid is a proton donor, and

    a base is a proton acceptor.

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    Acids and Bases

    Brnsted-Lowry Theory of Acid and Bases:

    *For every acid, there is a conjugate base and for every

    base, there is a conjugate acid.

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    Acids and Bases

    Brnsted-Lowry Theory of Acid and Bases:

    Role of Solvent:

    - Makes to act the substance to behave as an acid or base.

    Amphotericrefer to a substance that can act as acid or base.

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    Acids and Bases

    Brnsted-Lowry Theory of Acid and Bases:

    Classification of Solvents:

    Solvent Example

    1. Protophilic (proton seeking) H2O, NH32. Protegenic (proton generating) H2O,HOAc

    3. Amphiprotic (both 1 & 2) H2O, EtOH

    4. *Aprotic C6H6, CCl4

    *independent of proton seeking and generating.

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    Acids and Bases

    Lewis Theory of Acids and Bases

    A Lewis acidis a species (an atom, ion or

    molecule) that is an electron-pair acceptor.

    A Lewis baseis a species that is an electron-

    pair donor.

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    Acids and Bases

    Lewis Theory of Acids and Bases

    Ligandsmolecules or ions that behave as

    Lewis bases.

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    Acids and Bases

    Lewis Theory of Acids and Bases

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    Strengths of Acids and Bases

    STRONG WEAK

    Acids Bases Acids Bases

    HCl LiOH HF NH3

    HI NaOH HCN Organic basesHBr KOH H3PO4 Amines

    HClO4 RbOH H3BO3

    HClO3 CsOH H2CO3

    HNO3

    Mg(OH)2

    H2

    SO3

    HBrO3 Ca(OH)2 Carboxylic acids

    *H2SO4 Ba(OH)2 Polyprotic acids

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    Strengths of Acids and Bases

    *HClO4, HBr, H2SO4, HCl and HNO3are of

    same strengths in water; but in glacial acetic

    acid, their strengths are:

    HClO4 > HBr > H2SO4> HCl > HNO3

    This phenomenon is known as levelling effect

    of water.

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    p-Functions

    p-Functions are a method of expressing

    concentrations, especially very large or very small

    values.

    pHcommonly known p-Function

    - defined as negative logarithm of hydronium ionconcentration.

    pH = - log[H3O+]

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    * pH can be less than 0 or greater than 14.

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    pH Calculations

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    pH Calculations

    Other values of Kw...

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    pH Calculations

    For strong acids, wherein water contributes to

    H3O+in solution;

    H2O + H2O H3O+ + OH-

    I: 55.5 M 55.5 M MSA 0

    : - X -X + X + X

    F: 55.5-X 55.5-X MSA+ X X

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    pH Calculations

    Kw = [H3O+] OH = 1 x 104

    Kw = [MSA X] X = 1 x 104

    X2 MSA X 1 x 104 = 0

    Then,

    pOH = -log [X]

    pH = 14 + log [X]

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    pH Calculations

    For strong bases, wherein water contributes to

    OH- in solution;

    H2O + H2O H3O+ + OH-

    I: 55.5 M 55.5 M 0 MSB

    : - X -X + X + X

    F: 55.5-X 55.5-X X MSB+ X

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    pH Calculations

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    Example 5

    What is the pH of 1 x 10-8HNO3solution?

    Ans. 6.98

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    Example 6

    What is the pH of pure water at 500C?

    Ans. 6.63

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    Example 7

    How much water is to be added to 12 M HCl

    in order to prepare 1600 mL solution of pH

    = 1.50?

    Ans. 1595.784 L

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    Example 8

    Calcium hydroxide solution has a

    concentration of 0.05 M. Calculate its

    pH.

    Ans. 13

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    Example 9

    A solution is prepared by adding 125.0 mL of

    0.025 M HNO3 to 150.0 mL of 0.020 M

    HCl. Determine the concentration of pOH

    of the resulting mixture.

    Ans. 12.35

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    pH Calculations

    For weak acids:

    I: MWB 55.5 M 0 0

    : - X -X + X + X

    F: MWBX 55.5-X X X

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    pH Calculations

    For weak acids:

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    pH Calculations

    For weak bases:

    I: MWB 55.5 M 0 0

    : - X -X + X + X

    F: MWB- X 55.5-X X X

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    pH Calculations

    For weak bases:

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    pH Calculations

    For weak acids and

    acidic salt:

    X2

    K x M K = 0

    * K = Kafor Weak

    acid

    K = Kw/K

    bfor

    Acidic salt

    pH = -log [X]

    For weak bases andbasic salt:

    X2 K x M K = 0

    * K = Kafor Weak base

    K = Kw/K

    afor Basic

    salt

    pH = 14 + log [X]

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    pH Calculations

    Percent Ionization

    equilibrium concentration of ionized acidinitial concentration of acid

    X 100

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    Example 10

    Calculate the pH of a 0.010 M solution

    of iodic acid (HIO3, Ka= 0.17).

    Ans. 2.02

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    Example 11

    What mass of benzoic acid, HC7H5O2 is

    needed to dissolve in 350.0 mL of

    water to produce a solution having a

    pH of 2.85? Ka= 6.3 x 10-5.

    Ans. 1.4 g

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    Example 12

    Caproic acid, HC6H11O2, found in small

    amounts in coconut and palm oils, is

    used in making artificial flavors. A

    saturated aqueous solution of the

    acid contains 11 g/L and has pH =

    2.94. Calculate the Kafor the acid.Ans. 1.4 x 10-5

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    Example 13

    What is the percent ionization of

    propionic acid in a solution that is

    0.45 M HC3H

    5O

    2? pKa = 4.89.

    Ans. 0.53%

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    Example 14

    What is the % ionization in 0.10 M NH3?

    Ans. 1.33 %

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    Common Ion Effect

    Common Ion Effect

    Shift in equilibrium when one or more ions that

    are part of the equilibrium are introduced from

    an outside source. reduction in the dissociation of the weak

    electrolyte

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    Example 15

    Calculate the [H3O+] in a 0.0045 M benzoic

    acid (HC7H5O2) solution. Ka= 6.3 x 10-5.

    Calculate the [H3O+] in a 0.0045 M benzoicacid a solution which contains 0.001 M

    NaC7H5O2.

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    Hydrolysis Reaction of Salts

    Acidic Salt: NH4Cl

    NH4++ H2O H3O

    ++ NH3

    KH= KW/KNH3

    Basic Salt: NaCN

    CN- + H2O HO- + HCN

    KH= KW/KHCN

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    pH of Salts

    Acidic Salt: pH = 7 log[Csalt/Kb]

    when Csalt/KH>>> 1000

    Basic Salt: pH = 7 + log[Csalt/Ka]

    when Csalt/KH>>> 1000

    pH of Salts

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    Example 16

    What is the pH of an aqueous solution thatis 0.089 M NaOCl? pKa= 7.54

    Ans. 10.24

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    Example 17

    What weight (in grams) of NH4Cl is needed

    to be dissolved in 200 mL of water to

    provide a solution having a pH of 4.50?

    Kb= 1.8 x 10-5

    Ans. 19.2 g

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    Buffered Solutions

    A buffered solution is one that resists a change in

    pHwhen either hydroxide ions or protons areadded.

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    Buffered Solutions

    Buffer Capacity

    - refers to the amount of acid or base that abuffer can neutralize before its pH changes.

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    Buffered Solutions

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    Buffered Solutions

    pH of a Buffered Solution

    or

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    Example 18

    A buffered solution contains 0.25 M NH3and 0.40 M NH4Cl. Calculate the pH.

    Ans. 9.05

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    Example 19

    How many mL of pure formic acid (s.g =

    1.22) must be mixed to 325 mL of 0.0664

    M NaOH solution to obtain a buffer

    solution of pH 3.25? Ka= 1.7 x 10-4

    Ans. 3.51 mL

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    Example 20

    What is the pH of the resulting solution

    made by mixing 5 mL of 0.2178 M HCl

    and 15 mL of 0.1156 M NH3

    ?

    Kb= 1.8 x 10-5

    Ans. 9.02

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    Acid-Base Indicators

    Acid-Base Indicatoris a substance whose color depends

    on the pH of the solution to which it is added.

    Two forms of acid-base indicators:

    1. Weak acid (represented by HIn.

    2. Conjugate base (represented by In-.

    HIn + H2O H3O+ + In-

    acid color base color

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    Acid-Base Indicators

    HIn + H2O H3O+ + In-

    acid color base color

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    Acid-Base Indicators

    Name pH range pKa Color change

    Thymolphthalein 1.70 1.2-2.8 R-Y

    Methyl Orange 3.46 3.1-4.4 R-Y

    Bromocresol Green 4.66 3.8-5.4 Y-B

    Methyl Red 5.00 4.2-6.3 R-O

    Bromothymol Blue 7.10 6.2-7.6 Y-B

    M-cresol Purple 8.32 7.6-9.2 Y-Purple

    Thymol Blue 8.96 8.0-9.6 Y-B

    Phenolphthalein 9.00 8.3-10.0 C-Pink

    Thymolphthalein 10.0 9.4-10.6 C-B

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    Example 21

    A particular indicator has a color red and acolor blue in its acid and base form

    respectively. If this indicator has a Ka= 3x 10-5 , by how much must the pHchange in order to change the indicatorfrom 75% red to 75% blue?

    Ans. 0.95

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    Gravimetry

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    Gravimetry

    Gravimetric Methods:

    - are methods that depend upon measuring the

    mass (i.e., gravity).

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    Gravimetry

    Three types of gravimetric methods:

    1) Volatilization Methods

    2) Extraction Methods

    3) Precipitation Methods

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    Gravimetry

    Three types of gravimetric methods:

    Volatilization Method

    The analyte are volatilized at suitable temperature.

    The volatilized species are collected.

    The collected samples are weighed directly or weighed by difference.

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    Gravimetry

    Three types of gravimetric methods:

    Extraction Method

    The analyte to be determined is extracted w/ appropriate

    solvent.

    The mass of the purified extract is related tothe amount of the analyte.

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    Gravimetry

    Three types of gravimetric methods:

    Precipitation Method

    A sample is dissolved in an appropriate solvent.

    The analyte is precipitated by a reagent that yields a sparingly

    soluble product.

    The precipitate is converted to a product of known composition by heat treatment.

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    Gravimetric Methods

    Basic calculations:Percentage of analyte in a sample is calculated

    using a Gravimetric factor GF.

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    Gravimetric Methods

    Basic calculations:

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    Example 22

    A sample containing NaBr and KBr onlyweighs 312.54 grams. The samplewas dissolved in water and treated

    with excess AgNO3. The precipitateformed was found to weigh 532.55grams. Calculate % KBr in the

    sample.Ans. 49%

    23

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    Example 23

    A 0.1005 gram sample of an ioniccompound containing chloride ionsand an unknown metal is dissolved in

    water and treated with an excess ofAgNO3. If 0.0445 g of AgClprecipitate forms, what is the % by

    mass of Cl-

    in the original compound?Ans. 10.95%

    E l 24

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    Example 24

    What weight of Mn ore should be taken

    so that the percentage of MnO2in the

    ore would be twice the mass of

    Mn3O4 precipitate obtained in

    milligram?

    Ans. 57.0 mg

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    Titrimetric Methods

    Tit i t i M th d

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    Titrimetric Methods

    Titrimetric methods are analytical procedures in

    which the amount of an analyte is determined

    from the amount of a standard reagent requiredto react completley with the analyte.

    Tit i t i M th d

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    Titrimetric Methods

    Types:

    1. Precipitimetry

    2. Acidimetry/Alkalimetry3. Compleximetry

    4. Reductimetry/Oxidimetry

    Tit i t i M th d

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    Titrimetric Methods

    Standard Solution

    - a reagent used to titrate the analyte.

    It must:

    1. Have a precisely known concentration.

    2. Generally is added from a buret.

    Tit i t i M th d

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    Titrimetric Methods

    Standard Solution

    Tit i t i M th d

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    Titrimetric Methods

    Primary Standard

    - a highly purifiedcompound that serves

    as a reference materials.

    Tit i t i M th d

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    Titrimetric Methods

    Primary Standard

    It must have the ff. characteristics:

    a. High purity

    b. Stable in airc. Absence of hydrated water molecules

    d. Moderate cost and easy availability

    e. Solubility in the titration solutions

    f. Large formula weight (molecular weight)

    *Compounds that do not meet all these criteria are called secondary standards.

    Tit i t i M th d

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    Titrimetric Methods

    Some commonly used Primary Standards:

    For Bases:

    Benzoic Acid, C6H5COOH (f = 1) Oxalic Acid, H2C2O42H2O (f = 2)

    Potassium Biiodate, KH(IO3)2(f =1)

    Potassium Hydrogen Phthalate (KHP),C6H4(COOH)(COOK) (f =1)

    Sulfamic Acid (HSO3NH2)(f =1)

    Tit i t i M th d

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    Titrimetric Methods

    Some commonly used Primary Standards:

    For Acids:

    Calcium Carbonate, CaCO3 (f = 2) Mercuric oxide, HgO (f = 2)

    Sodium Carbonate, Na2CO3(f = 2)

    Tris-hydroxymethylaminomethane (THAM),(CH2OH)3CNH2(f =1)

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    Example 26

    How many grams of KHP are neededto neutralize 167.33 mL of 0.99955 M

    NaOH?

    Ans. 34.157 grams

    E l 27

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    Example 27

    In standardizing a solution of NaOHagainst 1.431 gram of KHP, the

    analyst uses 35.50 mL of the alkali

    and has to run back with 6.12 ml of

    acid (1mL = 4.1 mg NaOH). What is

    the molarity of the NaOH solution?

    Ans. 0.2151 M

    A li ti f A id B Tit ti

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    Applications of Acid-Base Titration

    1. Determination of Organic Nitrogen-Kjeldahl Method

    2. Double indicator method for mixtureof basesWarder Titration

    3. Acid Number

    4. Saponification Number

    Kjeldahl Method (Determination of Organic

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    j ( g

    Nitrogen)

    Step 1. Digestion The sample is oxidized in hot, concentrated

    sulfuric acid, H2SO4and turns black. .

    Step 2. Distillation

    The oxidized solution is cooled and then

    treated with NaOH to liberate ammoniagas:

    NH4++ OH- NH3(g)+ H2O

    Kjeldahl Method (Determination of Organic

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    Nitrogen)

    Step 3. Titration

    Using an excess amount of HCl. . .

    NH3+ HCl NH4Cl

    The excess HCl is determined using a standard

    NaOH solution

    HCl + NaOH NaCl + H2O

    Kjeldahl Method (Determination of Organic

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    Ammonia distilled is collected in a boricacid solution. . .

    NH3+ H3BO3 NH4++ H2BO3

    -1

    Titrate the H3BO3-NH3solution with

    standard acid. . .

    H2BO3-1+ H3O

    + H3BO3+ H2O

    Nitrogen)

    Kjeldahl Method (Determination of Organic

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    Percentage Protein in the sample

    %protein =%N * f

    f = 5.70 (cereals)

    = 6.25 (meat products)

    = 6.38 (dairy products)

    Nitrogen)

    Example 28

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    Example 28

    A 758-mg sample of full cream milk wasanalyzed by the Kjeldahl method; 38.61

    mL of 0.1078 M HCl were required to

    titrate the liberated ammonia. Calculatethe % N in the sample.

    a.12.04% b. 7.69% c. 15.59% d. 10.93%

    Example 29

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    Example 29

    A 7.443-gram sample beef was analyzed for itsN content and the liberated NH3 was

    collected in a 43.25 mL of 0.4330 M HCl and

    a 15.00 mL back titration with 0.0250 MNaOH was required. Determine the % protein

    in the sample using 6.25 as factor for meat

    products.

    a.12.44% b. 21.57% c. 32.54% d. 10.98%

    Example 30

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    Example 30

    A 3000 mg sample of flour was taken through aKjeldahl method. Upon digestion, the

    ammonia liberated was collected into 200 mL

    of 0.995 M H3BO3 solution. If this solutionrequired 25.25 mL of 0.3315 M HCl for

    titration to methyl red end point, what is the

    percentage of protein in flour? Use 5.70 for

    cereal products.

    Ans. 22.27%

    Example 31

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    A 500 mg sample of each mixture wasanalyzed for its alkaline content using 0.1025

    M HCl via double indicator method.

    Example 31

    Mixture V0->Ph V0->MR

    1 4.27 10.18

    2 0.01 6.19

    3 5.12 10.24

    4 6.37 6.38

    5 5.63 9.04

    Determine the weightcompositions of each

    mixture.

    Acid Number

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    Acid Number

    Acid number - mass (mg) of KOH that will neutralizethe acid produced fromwater degradative reaction of

    one gram of fat or oil

    Acid no. = (VxM)KOHX MW KOH

    gram fat or oil

    Saponification no

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    Saponification no.

    Saponification no./Koettstorfer no. = mass of KOH reqdto saponify 1 gram fat or oil

    Sap. no. = (Vblank, mLVsample, mL)(MHCl)(56.10)

    gram fat or oil

    Molar mass of Fat or Oil. = 168,300

    Sap. Value

    Example 32

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    Example 32

    The saponification no. of triglyceridesis 200. The average MW of the

    triglycerides is:

    A. 200 B. 280 C. 600 D. 840

    Precipitation Titrations

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    Precipitation Titrations

    Common Technique:

    Argentometric Titrations:

    1. Mohr method

    2. Volhard method

    3. Fajans method

    Method Titrant Indicator

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    Mohr

    AgNO3 K2CrO4

    Volhard

    KSCN ferric alum, NH4Fe(SO4)212H2O

    Fajans

    AgNO3

    Fluorescein

    Dicholro-fluorescein

    End point: greenish-yellow to

    pink

    )()(: saq AgClClAgRxn )(42)(24)(2 saqaq CrOAgCrOAg

    )()()(

    )()(

    :

    saqaq

    saq

    AgSCNSCNAg

    AgClClAg

    ionBacktitrat

    )(2

    )(1

    )(3 )( aqaqaq SCNFeSCNFe

    )()( saq AgClClAg

    Example 33

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    Example 33

    A 1.500-gram sample of impure aluminumchloride was dissolved in water andtreated with 45.32 mL of 0.1000 M

    AgNO3 using K2CrO4 as indicator.Express the analysis in % AlCl3

    Ans. 13.43 %

    Titration with EDTA

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    Titration with EDTA

    EDTAEthylenediaminetetraacetic acid

    combines w/ any metal ion in ratio of 1:1

    Indicators:

    1. Eriochrome Black T or Solochrome2. Calmagite

    Example 34

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    Example 34

    An EDTA solution was prepared by dissolvingthe disodium salt in 1 L of water. It wasstandardized using 0.5063 gram of primarystandard CaCO3 and consumed 28.50 mLof the solution. The standard solution wasused to determine the hardness of a 2 Lsample of mineral water, which required

    35.57 mL of the EDTA solution. Theconcentration (ppm) in terms of CaCO3is

    Ans. 315.95 ppm

    Example 35

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    Example 35

    The 300 mg sample of impure Na2SO4(142.04)was dissolved in sufficient water and the

    sulfate was precipitated by the addition of

    35.00 mL of 0.1022 M BaCl2. The precipitatewas removed by filtration and the remaining

    BaCl2consumed 6.79 mL of 0.2467 M EDTA

    for titration to the Calmagite endpoint.

    Calculate the purity of the sample.

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    Redox Reactions

    Example 36

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    Example 36

    Balance the reaction:

    2342 MnONOMnONO

    RULES:

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    U S An atom in its free or elemental form has oxidation equal to zero

    For monoatomic ions, the oxidation number is equal to its charge

    Metals have positive oxidation number such as alkali metals (+1),

    alkaline

    earth metals (+2), aluminum (+3), zinc (+2) and silver (+1)

    Nonmetals usually have negative oxidation numbers:

    Oxygen is usually2, except in peroxides (2) and superoxides (1) Hydrogen is usually +1, except in hydrides (1)

    Fluorine has1 oxidation state; other halogens are usually in the

    1 oxidation state, except when combined with oxygen, they are

    positive; when different halogens are bound to each other, 1 is

    assigned to the more electronegative halogen The sum of oxidation number of elements in a compound is zero.

    The sum of oxidation number of elements in a polyatomic ion is the

    charge of the ion

    Example 37

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    Example 37

    What is the molarity of a KMnO4 solutionstandardized against 1.356 gram

    Na2C2O4 (134 g/mol) requiring 25.1 mL

    of the solution in acidic medium?

    a. 0.161 M b. 0.403 M c. 1.008 M d. 0.856 M

    Example 38

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    Example 38

    A sample of pyrolusite weighing 0.2400gram was treated with excess KI. The

    iodine liberated required 46.24 mL of

    0.1105 M Na2S2O3solution. Calculate %MnO2(86.94) in the sample.

    a. 46.27% b. 30.85% c. 92.54% d. 76.12%

    Example 39

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    Example 39

    A sample of iron ore weighing 385.6 mg wasdissolved in acid and passed through a

    Jones reductor. The resulting solution 52.36

    mL of 0.01436 M K2Cr2O7 for titration to thediphenylamine sulfonic acid endpoint.

    Calculate % Fe3O4(231.55 g/mol) in the ore

    sample.

    a. 15.05% b. 45.15% c. 90.30% d. 67.98%

    Example 40

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    Example 40

    A 10.00 gram sample of cooked-ham waspured with 200 mL of water, filtered and

    the resulting solution containing dissolved

    potassium nitrite was acidified. This solutionwas treated with 25.00 mL of 0.00514 M

    KMnO4was back titrated with 14.97 mL of

    0.01678 M FeSO4. Calculate the amount of

    nitrite (46.01) in ppm.

    Ans. 90 ppm

    Masking

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    Masking

    Example 41:A 0.8521 gram sample of an alloy was found to contain Cu (63.55)and Zn (65.41) with small amounts of Pb (207.2) and Hg (200.59).The sample was dissolved in nitric acid and diluted to 500 mL. A 10mL aliquot was treated with KI to mask the Hg and the resultingsolution required 7.06 mL of 0.0348 M EDTA solution. A second 25mL aliquot was treated with ascorbic acid and the pH was adjustedto 2.00 to reduce Hg+2and the metallic Hg was removed from thesolution. To this solution, thiourea was then added to mask the Cuand the resulting solution required 8.58 mL for titration. The leadion was titrated in a 250 mL in the presence of NaCN to mask Cu,

    Zn and Hg and required 3.11 mL for titration. Calculate thepercentage of Cu and Hg in the sample of alloy.

    Ans. 47.08% Cu, 3.48% Hg