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Nonmetal oxides react with water to make solutions acidic

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Lecture 8. Slide 1. Nonmetal oxides react with water to make solutions acidic ... Hydrogen has oxidation number 1 except when bonded to metals where it's -1: NaH ... – PowerPoint PPT presentation

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Title: Nonmetal oxides react with water to make solutions acidic


1
Nonmetal and Metal Oxides
  • Nonmetal oxides react with water to make
    solutions acidic
  • CO2(g) H2O(l ) H2CO3(aq)
  • H2CO3(aq) H(aq) HCO3-(aq)
  • HCO3-(aq) H(aq)
    CO32-(aq)
  • 2SO2(g) O2(g) 2SO3(g)
  • SO3(g) H2O(l) H2SO4(aq)
  • H2SO4(aq) H(aq) HSO4-(aq)
  • HSO4-(aq) H(aq)
    SO42-(aq)
  • 2NO2(g) H2O(l) HNO3(aq) HNO2(aq)
  • HNO3(aq) H(aq) NO3-(aq)
  • HNO2 (aq) H (aq) NO2-
    (aq)

2
Nonmetal and Metal Oxides
  • Metal oxides react with water to produce basic
    solutions
  • CaCO3(s) CaO(s) CO2(g)
  • limestone lime
  • CaO(s) H2O(l) Ca(OH)2(s)
    Ca(OH)2(s) is soluble in water
  • lime slaked lime
  • The Hydrogen Ion in water
  • H represents a hydrogen atom that has lost its
    electron, and really is a bare proton
  • In water, however, H is surrounded by at least
    one, and probably 4, H2O molecules
  • Thus hydrogen ion in water is usually represented
    as H3O
  • It is likely the formula is H9O4, but this is
    not what chemists usually use to represent the
    hydrated proton

3
Oxidation Numbers
  • Oxidation Numbers this is a method of assigning
    a charge to an atom in a molecule or an ionic
    substance
  • In molecules, the oxidation number convention
    treats the bonding between an atom and other
    atoms as if it were ionic.
  • Oxidation numbers are used to help balance
    oxidation-reduction equations, in naming
    compounds and in some trends in the chemical
    properties of compounds.
  • Changes in oxidation number of an atom or ion in
    a chemical equation allow the identification of
    oxidation reduction reactions
  • To calculate oxidation numbers of atoms in
    molecules or ions, we use a self-consistent set
    of arbitrary rules.

4
Oxidation Numbers
  • The rules
  • The oxidation number of an element in its
    elemental form is zero.
    N in N2 has ox. no. 0, Na in Na(s) has ox. no.
    0, P in P4 has ox. no. 0
  • The oxidation number of a monatomic ion is its
    charge Cl- has
    ox. no. -1, Ca2 has ox. no. 2
  • The sum of the oxidation numbers of all the atoms
    in a neutral compound is zero.
  • The sum of the oxidation numbers in a polyatomic
    ion is the charge of the ion. The charge on a
    polyatomic ion is its net oxidation number.
  • F always has oxidation number -1
  • Group 1A elements (except H) always have
    oxidation number 1
  • Group 2A elements always have oxidation number 2
  • Group 7A elements have oxidation number -1 in
    binary compounds NaCl, FeCl3
  • Oxygen has oxidation number -2 except when bonded
    to F or is peroxide (O22-,-1) or superoxide
    (O2-, )
  • Hydrogen has oxidation number 1 except when
    bonded to metals where its -1 NaH

5
Oxidation Numbers
  • Oxidation Numbers Examples
  • Give the oxidation numbers of each element in the
    following compounds
  • SOCl2 Cl, -1 O, -2 S, 4
  • S8 S, 0
  • ClO4- O, -2 Cl, 7
  • NH3 H, 1 N, -3 MnO4- O, -2, Mn, 7
  • N2O O, -2 N 1 CrO42-, O, -2, Cr, 6
  • NO O, -2 N, 2 Cr2O72- O, -2, Cr, -6
  • N2O3, O, -2 N, 3 CrO5 CrO(O2)2 the 1 O, 2
  • NO2 O, -2 N, 4 the 4 Os in O22-, -1
  • N2O5 O, -2 N, 5 the Cr, 6
  • HNO3 O, -2 H, 1, N, 5
  • HNO2 O, -2 H, 1 N, 3
  • HReCl3 Cl, -1 H, -1 Re, 4

6
  • MnO4- produces MnO2(s) in neutral or basic
    solution
  • CO produces CO2 when reacting with Metal oxides
    such as Fe2O3(s) yielding the metal

7
Oxidation Reduction Reactions
  • Recognizing oxidation reduction reactions can be
    accomplished by examining the oxidation numbers
    of each species undergoing chemical change
  • This is likely to be tedious!
  • A better first step is to try to recognize the
    presence of a substance known to be an oxidizing
    agent or reducing agent
  • 2K(s) Br2(l ) 2KBr(s)
  • K gives up 1 e- per atom K K is
    oxidized, thus, is the reducing agent
  • Br2 gains 2 e- per molecule 2Br- Br2 is
    reduced and is the oxidizing agent
  • Zn(s) 2H(aq) Zn2(aq) H2(g)
  • Zn is oxidized giving up 2 e- per atom
  • H(aq) is reduced, gaining 1 e- per atom
  • Cu(s) 2NO3-(aq) 4H(aq) Cu2(aq)
    2NO2(g) 2H2O(l ) -conc. HNO3
  • Cu is oxidized and is the reducing agent
  • NO3- is reduced and is the oxidizing agent N
    gains 1 e-
  • Remember Cu H(aq) No Reaction

8
Classification of Reaction types
  • Combustion reactions
  • For compounds of C and H or C, H and H, complete
    combustion produces CO2 and H2O
  • Equations for combustion reactions can be
    balanced by inspection
  • Metathesis reactions, also called double
    replacement or exchange reactions involve the
    ions of one compound exchanging places with ions
    of another compound
  • The driving force associated with these reactions
    may be
  • Formation of a precipitate, an insoluble
    substance
  • Formation of a weak electrolyte or nonelectrolyte
  • Formation of a gas
  • Oxidation reduction reactions involve an electron
    exchange process in which one substance gives up
    electrons and is oxidized and another substance
    gains electrons and is reduced
  • The oxidizing agent is reduced as it gains
    electrons
  • The reducing agent is oxidized as it loses
    electrons

9
Solutions
Concentration units for stoichiometry
calculations involving solutions Molarity(M) E
xample What is the molarity of a solution made
by dissolving 14.20 g NaCl in enough water to
make 250.0 mL of solution? Step 1 Find the
number of moles of solute, NaCl Step 2 Find the
volume of solution in liters Step 3 Find the
molarity by calculating the moleliter ratio
10
Solutions
  • Molarity, volume and moles
  • From the definition of molarity the equation can
    be rearranged go calculate moles from molarity
    and volume of solution
  • moles molarity x volume
  • Example calculate the number of moles NaCl in
    31.5 mL 1.08 M NaCl
  • moles NaCl
  • From the definition of molarity the equation can
    be rearranged to calculate the volume from
    molarity and moles
  • Example calculate the volume of 1.08 M NaCl
    solution that contains 2.00 mol NaCl

11
Solutions
  • Preparing solutions by dilution involves
    measuring a known volume of a solution of known
    concentration and adding enough solvent to bring
    the total volume to a new, known volume
  • Making use of the defining equation for molarity
  • molarity
  • The moles of solute in a given volume of solution
    of known concentration can be calculated
  • moles molarity x volume or mol M x V
  • When a given volume of solution of known molarity
    is placed in another container, the number of
    moles is not changed, even after additional
    solvent is added
  • Therefore, Mconc soln x Vconc oln Msolute Mdil
    soln x Vdil soln

12
Solutions
  • Example If 25.00 mL of 0.09719 M NaCl is added
    to a 100.0 mL volumetric flask and diluted to
    volume, what is the new concentration?

13
Solution Stoichiometry
When solutions of reactants are used,
concentrations and volumes give moles of
reactants To find moles of solute in a solution
of known volume Example how many moles of
NaOH are required to react with 25.0 mL of
0.250 M HCl? NaOH HCl NaCl H2O
14
Solution Stoichiometry
Example how many mL of 0.300 M HCl are required
to neutralize 6.25 x 10-3 mol NaOH? NaOH
HCl NaCl H2O
15
Titrations
  • A titration is a method for finding the volume of
    one solution that contains a substance that
    reacts with another substance in a second
    solution.
  • If we know
  • the number of moles of the second substance
  • the balanced equation for the reaction
  • the volume of the first solution that exactly
    reacts with the amount of reactant in the
    second solution
  • We can calculate the concentration of the first
    solution
  • One of the solutions used in a titration is a
    standard solution whose concentration is
    accurately and precisely known.

16
Titrations
  • The titration procedure involves very carefully
    adding from a buret one of the solutions to the
    second solution.
  • The solution in the buret is the titrant.
  • The addition is stopped when the volume of
    solution added contains a stoichiometric
    quantity of reactant
  • the amount of reactant in the titrant will
    be exactly the amount
    required to consume the substance in the second
    solution.
  • The equivalence point is the point in a titration
    when a stoichiometric amount of titrant has
    been added to the second solution
  • The titration procedure often uses an indicator.
  • An indicator is a substance added to the solution
    titrated that will change color hopefully when
    the equivalence point is reached
  • The end point in a titration is the point where
    the indicator changes color.

17
Titrations
Example If 45.3 mL of 0.100 M NaOH is required
to exactly neutralize 75.0 mL of H2SO4, what is
the molarity of the H2SO4? H2SO4 2NaOH
Na2SO4 2H2O 2 mol NaOH?1 mol H2SO4
18
Titrations
Example Photo developing laboratories recover
silver from the solutions used to process
film. A 50.0 mL sample from a 5.00 x 103 liter
tank is analyzed by titration with Cl-,
requiring 18.3 mL of 0.100 M Cl- for the
titration. How many grams of Ag are in the
tank? Ag(aq) Cl- AgCl(s) 1 mol
Cl-?1 mol Ag
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