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Chapter 10

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Title: Chapter 10


1
Chapter 10Chemical Quantities
You will need a calculator for this chapter!
2
Section 10.1 p. 287The Mole A Measurement
of Matter
3
How do we measure items?
  • You can measure mass,
  • volume,
  • or count pieces
  • We measure mass in grams
  • We measure volume in liters
  • We count pieces in MOLES

4
Other Ways to Measure Amount
  • Pair 1 pair of socks 2 socks
  • Dozen 1 dozen donuts 12 donuts
  • Gross 1 gross of pencils 144 pencils (12
    dozen)
  • Ream 1 ream of paper 500 sheets of paper
  • Guided Practice Problem p. 289

5
Practice Problem 2 pg. 289
  • Assume 2.0 kg of apples is 1 dozen and that each
    apple has 8 seeds. How many apple seeds are in
    14 kg of apples? (work INDEPENDENTLY to solve)

6
What is the mole?
Not this kind of mole!
7
Moles (abbreviated mol)
  • Derived from German word molekül (molecule)
  • SI measurement of an amount
  • 1 mole 6.02 x 1023 of representative
    particles, or..
  • of carbon atoms in exactly 12 g of Carbon-12
    isotope
  • Called Avogadros number

8
What are Representative Particles?(Table 10.1 p.
290)
  • The smallest pieces of a substance
  • molecular cmpd - molecule
  • ionic cmpd - formula unit (made of ions)
  • element is the
  • Remember the 7 diatomic elements? (made of
    molecules) BrINClHOF

atom
N2
I2
Br2
H2
O2
F2
Cl2
Guided Practice Problem 3 p. 291
9
Mole Video 349
10
Quick Quiz
6.02 x 1023
  • How big is a mole?
  • If everyone in the world got a mole of pennies,
    how much would every person have?
  • If you stacked a mole of paper how many times
    would it go from the Earth to the moon?
  • How long would it take for every person in the
    world to eat through a mole of marshmellows?

1 trillion bucks 1,000,000,000,000
80 billion times 80,000,000,000
40,000,000 years w/o a bathroom break!
11
Consider these questions
  • How many oxygen atoms in the following?
  • CaCO3
  • Al2(SO4)3
  • How many ions in the following?
  • CaCl2
  • NaOH
  • Al2(SO4)3

3 atoms of oxygen
12 (3 x 4) atoms of oxygen
3 total ions (1 Ca2 ion and 2 Cl1- ions)
2 total ions (1 Na1 ion and 1 OH1- ion)
5 total ions (2 Al3 3 SO42- ions)
12
Practice problems
13
The Mass of a Mole of an Element
  • Atomic mass of element (mass of 1 atom) expressed
    in amu
  • atomic masses - relative masses based on mass of
    C-12 (12.0 amu)
  • 1 amu is 1/12 mass of C-12 atom

14
Molar Mass.
  • mass of 1 mol of element in grams (periodic
    table)
  • 12.01 grams C has same particles as 1.01 g H
    55.85 g Fe
  • 12.01 g C 1 mol C
  • 1.01 g H 1 mol H
  • 55.85 g Fe 1 mol Fe

All contain 6.02 x 1023 atoms
15
Molar Mass Practice Problems
16
What about compounds?
  • 1 mol of H2O molecules has 2 mol of H atoms 1
    mol of O atoms (think of a compound as a molar
    ratio)
  • To find mass of 1 mol of a cmpd
  • determine moles of elements present
  • Multiply times their mass (from periodic table)
  • add up for total mass

17
Calculating Molar Mass
Calculate molar mass of magnesium carbonate,
MgCO3.
84.3 g
24.3 g 12.0 g 3 x (16.00 g)

So, 84.3 g molar mass for MgCO3
18
Section 10.2 p. 297Mole-Mass and
Mole-Volume Relationships
19
Molar Mass
  • Molar mass - generic term for mass of 1 mol of
    any substance (expressed in grams/mol)
  • Same as
  • 1) Gram Molecular Mass (for molecules)
    2) Gram Formula Mass (ionic compounds) 3)
    Gram Atomic Mass (for elements)
  • molar mass is more broad term than these other
    specific masses

20
Examples
  • Calculate the molar mass of
  • Na2S
  • N2O4
  • C
  • Ca(NO3)2
  • C6H12O6
  • (NH4)3PO4

78.05 g/mol
92.02 g/mol
12.01 g/mol
164.10 g/mol
180.12 g/mol
149.12 g/mol
21
Molar Mass is
  • of g in 1 mol of atoms, formula units, or
    molecules
  • Make conversion factors from these
  • - To change btwn g of cmpd and mol of cmpd

22
Using the Mole Roadmap
  • How many moles is 5.69 g of NaOH?

0.142 mol NaOH
23
The Mole-Volume Relationship
  • gases
  • - hard to determine mass
  • how many moles of gas?
  • 2 things affect gas V
  • a) Temp b) Pressure
  • compare all gases at temp pressure

24
Standard Temperature and Pressure
  • 0ºC 1 atm pressure
  • - abbreviated STP
  • At STP, 1 mol of any gas has V of 22.4 L
  • - Called molar volume
  • 1 mol of any gas at STP 22.4 L

25
Practice Examples
26
  • Mole Day
  • Celebrated on October 23rd from 602 am until
    602 pm
  • (602 on 10-23)

27
Density of a gas
  • D m / V (density mass/volume)
  • - for gas units are g / L
  • find density of a gas at STP if formula known
  • You need 1) mass and 2) volume
  • Assume 1 mol, so mass is molar mass (from
    periodic table)
  • At STP, V 22.4 L

28
Practice Examples (Dm/V)
29
Another way
  • If given density, find molar mass of gas
  • Assume 1 mol at STP, so V 22.4 L
  • modify D m/V to show
  • m will be mass of 1 mol, given 22.4 L
  • What is molar mass of a gas with density of
    1.964 g/L?
  • How about a density of 2.86 g/L?

m D x V
44.0 g/mol
64.0 g/mol
30
Summary
  • all equal
  • a) 1 mole
  • b) molar mass (in grams/mol)
  • c) 6.02 x 1023 representative particles (atoms,
    molecules, or formula units)
  • d) 22.4 L of gas at STP
  • make conversion factors from these 4 values
    (p.303)

31
Notice all conversions must go through the MOLE!
Copy this conversion map into your notes!
32
Section 10.3p. 305Percent Composition and
Chemical Formulas
33
  • All percent problems
  • part
  • whole
  • Find mass of each element,
  • Divide by total mass of cmpd x 100

x 100 percent
mass of element
mass of element
x 100
mass of cmpd
34
composition from mass
  • Calculate the percent composition of a compound
    that is made of 29.0 grams of Ag with 4.30 grams
    of S.

29.0 g Ag
X 100 87.1 Ag
33.3 g total
Total 100
4.30 g S
X 100 12.9 S
33.3 g total
35
comp from the chemical formula
  • If we know formula, assume you have 1 mole,
  • Subscripts used to calculate mass of each element
    in 1 mole of cmpd
  • sum of masses is molar mass

Mass of element in 1 mol cmpd
x 100
mass
Molar mass of cmpd
36
Composition Examples
37
composition as conversion factor
  • We can also use as conversion factor to
    calculate grams of element in cmpd
  • Calculate C in C3H8
  • What is mass of C in 82.0 g sample of propane
    (C3H8)

67.1 g C
38
Composition
  • 415

39
What is an Empirical Formula?
  • Like ingredients for recipe double recipe, you
    double each ingredient, but ratio of ingredients
    stays same
  • Empirical formula lowest whole number ratio of
    atoms in cmpd

40
Calculating Empirical
  • Find lowest whole number ratio
  • C6H12O6
  • CH4N
  • A formula is not just ratio of atoms, it is also
    ratio of moles
  • 1 molecule of CO2 1 atom of C and 2 atoms of O
  • 1 mol of CO2 1 mol C and 2 mol O

CH2O
this is already the lowest ratio.
41
Calculating Empirical
  • get a ratio from composition
  • Assume you have a 100 g sample
  • - the percentage become grams (75.1 75.1
    grams)
  • Convert grams to moles.
  • Find lowest whole number ratio by dividing each
    of moles by smallest value

42
Example
  • Calculate empirical formula of cmpd composed of
    38.67 C, 16.22 H, and 45.11 N.
  • Assume 100 g sample, so
  • 38.67 g C x 1mol C 3.22 mole C
    12.0 g C
  • 16.22 g H x 1mol H 16.22 mole H
    1.0 g H
  • 45.11 g N x 1mol N 3.22 mole N
    14.0 g N

CH5N
Now divide each value by the smallest value
43
Example
  • The ratio is 3.22 mol C 1 mol C
    3.22 mol N 1 mol N
  • The ratio is 16.22 mol H 5 mol H
    3.22 mol N 1 mol N
  • C1H5N1 which is CH5N

44
Practice Problem 36 p. 310
45
What is a Molecular Formula?
  • Molecular formula true of atoms of each
    element in formula of cmpd
  • molecular cmpds only
  • Example molecular formula for benzene is C6H6
    (note that everything is divisible by 6)
  • Therefore, empirical formula CH (the lowest
    whole number ratio)

46
Formulas (continued)
ionic compounds ALWAYS empirical (cannot be
reduced).
Examples
NaCl
MgCl2
Al2(SO4)3
K2CO3
47
Formulas (continued)
Formulas for molecular compounds MIGHT be
empirical (lowest whole number ratio).
Molecular
C6H12O6
C12H22O11
H2O
(Correct formula)
Empirical
H2O
CH2O
C12H22O11
(Lowest whole number ratio)
48
Empirical to molecular
  • Since empirical formula is lowest ratio, the
    actual molecule weighs more

Molar mass
whole to increase each coefficient in empirical
formula

Empirical formula mass
49
Empirical to molecular practice problem
50
Empirical and Molecular Formulas
  • 329
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