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Stoichiometry

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Title: Stoichiometry


1
Stoichiometry
  • AP Chemistry
  • Mr. Martin

2
Topics
  • Law of Conservation of Matter
  • Balancing Chem Eq
  • Mass Relationships in rxns
  • Limiting Reagents
  • Theoretical, Act and yld
  • Empirical and Molecular formulas

3
A. Balancing Equations
  • Law of Conservation of Mass matter is neither
    created or destroyed during chem rxns some
    matter is converted to energy why we must bal
    equations
  • Stoichiometry the relationship among the
    substances in chem rxns.

4
Chemical Equations
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5
Balancing Equations
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6
Steps to Balance
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7
Practice Problems
  • Cu O2 ----gt Cu2O
  • CaCl2 AgNO3 ----gt AgCl Ca(NO3)2
  • H2 O2 ----gt H2O
  • Mg P4 ---gt Mg3P2
  • H2SO4 NaOH ----gt H2O Na2SO4

8
Solutions
  • 4Cu O2 ----gt 2Cu2O
  • CaCl2 2AgNO3 ----gt 2AgCl Ca(NO3)2
  • 2H2 O2 ----gt 2H2O
  • 6Mg P4 ---gt 2Mg3P2
  • H2SO4 2NaOH ----gt 2H2O Na2SO4

9
Additional Practice
  • Fe2O3 CO -gt Fe3O4 CO2
  • Fe3O4 CO -gt FeO CO2
  • C12H22O11(s) O2(g) -gt CO2(g) H2O
  • Fe(s) O2(g) -gt Fe2O3
  • Ca(s) H2O(l) -gt Ca(OH)2(aq) H2(g)

10
B. Atomic and Molecular Weights
  • Atomic Mass Scale uses atomic mass units (AMUS)
    relative mass scale originally based on hydrogen
    1 amu
  • Now 1 amu 1/12 of the carbon-12 isotope
  • Average atomic masses (atomic weight)
  • elements are a mixture of isotopes and
    therefore the mass of an element is a weighted
    average of the naturally occurring isotopes.

11
Calculation of Atomic Mass
  • AM sum (abundance) x (isotope mass)
  • of all the naturally occurring
  • isotopes
  • Ex Ne-20 19.992 amu 90 abund
  • Ne-22 21.991 amu 10 abund
  • (0.9 x 19.992) (0.1 x 21.991)
  • 20.192 amus atomic mass

12
Formula Weight
  • Sum of the average atomic masses of each atom in
    its chem ormula
  • EX C12H22O11
  • C (12) 12 144 amus
  • H (22) 1 22 amus
  • O (11) 16 176 amus
  • 342 amus formula weight

13
Percent Composition by Weight
  • What is the comp of Methane CH4?

14
The Mole
  • A number 6.02 x 1023 like a dozen 12 , a
    pair 2, or a gross 144
  • A mol is the amount of matter that contains as
    many objects (atoms, molecules or formula units)
    as the of atoms in exactly 12g of the carbon-12
    isotope.

15
The Mole and Molar Mass
  • One mole of Carbon 6.02x1023 atoms of carbon
  • One mole of H2O is equal to 6.02 x 1023 H2O
    molecules.
  • One mole of HCl is equal to 6.02 x 1023 formula
    units of HCl.
  • Molar Mass 12.01 g of Carbon
  • Molecular Weight H2O
  • H (2) 1 2
  • 0 (1) 16 16
  • 18 g/mol
  • Formula Weight HCl 36.5g/mol

16
Conversion Problems
  • Gram?? moles ?? atoms, fus,
  • molecules
  • How many moles are in 200g of sulfuric acid. (
    2.04 mole of H2SO4)

17
Conversion Problems
  • How many formula units are in 10g of sulfuric
    acid? ( 6.14 x 1022 fus)

18
Empirical and Molecular Formulas
  • Empirical Formulas gives the lowest whole
    ratio of atoms (moles) in a compound.
  • EFs are derived from exp info most notably
    comp.

19
Example Problems
  • An analysis of sodium dichromate gives the
    following mass percentages, 17.5 Na, 39.7 Cr,
    and 42.8 O. Calc the emp. formula?

20
Example Problem Mol. Formula
  • Molecular formula is a multiple of the emp.
    formula. n exp mm/ef weight
  • The composition of acetaldehyde is 54 C, 9.2
    H, and 36.3 O. Its molar mass is 88 amus. What
    is its molecular formula.

21
Combustion Analysis
  • A method of analysis where a sample cont. C,H, O
    undergoes complete combustion. The gas stream
    goes through two tubes one absorbs CO2, the other
    H2O.

22
Combustion Analysis cont.
  • The change of mass in the tubes gives the mass of
    CO2, and H2O.
  • A 4.24mg Acedic Acid sample is completely burned
    yielding 6.24mg of CO2 and 2.54mg of H2O. What
    is the mass of each element?

23
Quantitive Information from Bal. Eq
  • grms ? ? mol ? ? mol ? ? grms
  • Ex. A (moles to moles) How many moles of H2O will
    be produced if 17.5 moles of H2 combine with
    excess O2? (17.5)

?
24
Example Problems Cont.
  • How many grams of KClO3 must decompose to produce
    185.0 moles of O2? (1.51 x 104 g)

25
Example Prob Cont.
  • How many grams of silver chloride can be produced
    from the reaction of 17.5 g of silver nitrate
    with excess sodium chloride solution? (14.4g)

26
Example Problems
  • How many mg of aluminum nitrate would be required
    to completely react with 1.75 kg of barium
    hydroxide? (1.45 x 106mg)

27
Limiting Reagent Percent Yld
  • The reactant that is entirely consumed when a
    reaction goes to completion is the limiting
    reagent.
  • The reactant that is not completely consumed is
    said to be in excess.
  • The amount of product that is produced is
    determined by the limiting reactant.

28
Ex. Limiting Reagent Prob.
  • In a lab test reaction 20.0g of CH3CHO and 10.0g
    of O2 were put in a reaction vessel. (a) How many
    grams of acedic acid can be produced (b) How many
    grams of excess reactant remain after the
    reaction is complete.

29
Theoretical and Percent Yld.
  • The max amount of product that can be obtained is
    the theoretical yield. ( based on stoichiometric
    calc.)
  • The actual yield is the mass obtained by the
    actual reaction.
  • yield actual yld/theorical yld x 100

30
Problem
  • The amount of acedic acid produced from the
    previous reaction was 23.8g. What is the percent
    yield of the reaction. (87.2)
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