unit 4 – the language of chemistry: part deux. amadeo avogadro ii.b.2(f) – describe avogadro’s...

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Unit 4 – The Language of Chemistry: Part Deux

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Page 1: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Unit 4 – The Language of Chemistry: Part Deux

Page 2: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Amadeo Avogadro

II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

III.A.2(a) – Explain the meaning of mole and Avogadro’s number

Page 3: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Avogadro’s Hypothesis

Equal amounts of gases at the same temperature contain equal numbers of molecules

Leads to definition of the “mole” Mole Def: the number equal to the number of

atoms in 12.01 grams of carbon

We will return to this idea later

Page 4: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Atomic Mass Units (amu)

Since the mass of one atom is so tiny, it is more practical to use relative atomic masses

Carbon has been arbitrarily assigned a mass of exactly 12 atomic mass units

One atomic mass unit is defined as exactly 1/12 the mass of a carbon-12 atom

Page 5: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Avogadro’s Number

Experimentally determined that there are 6.022 x 1023 atoms in exactly one mole

Remember this number!

6.022 x 1023

Page 6: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Molar Mass

The mass of one mole of a pure substance

Units: grams/mol

Equal to the mass of 6.022 x 1023 atoms of a pure substance

Molar mass of an element is numerically equal to the atomic mass of the element in atomic mass units

Page 7: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Converting Mass, Moles, & Atoms/Molecules/Ions

III.A.2(b) -Interconvert between mass, moles, and number of particles

Page 8: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Gram/Mole/Atom Conversions

Page 9: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Example: What is the mass in grams of 3.50 mol of copper?

Cu g 222Cu mol 1

Cu g 63.55Cu mol 50.3

Page 10: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

More Examples

What is the mass in grams of 2.25 mol of Fe? What is the mass of 0.375 mol of K? What is the mass of 16.3 mol of Ni?

OR How many moles are in 5.00 g of calcium? How many moles are in 3.60 x 10-10 g Au?

Page 11: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

More Complex Examples

How many moles of Ag are in 3.01 x 1023 atoms of Ag?

How many atoms of Na are in 36.0 grams of Na?

How many oxygen atoms are in 180.18 g of glucose?

Page 12: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Determining Chemical Formulas

III.A.1(e) - Calculate the percent composition of a substance, given its formula or masses of each component element in a sample

III.A.1(f) - Determine the empirical formulas and molecular formulas of compounds, given percent composition data or mass composition data

III.A.2(c) - Distinguish between formula mass, empirical mass, molecular mass, gram molecular mass, and gram formula mass

Page 13: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Empirical Formulas

III.A.1(f) - Determine the empirical formulas and molecular formulas of compounds, given percent composition data or mass composition data

Page 14: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Calculating an Empirical Formula

Empirical Formula – consists of the symbols for the elements combined in a compound, with subscripts showing the smallest whole-number ratio of the different atoms in the compound

Always assume 100.0 g sample Change percents to grams Calculate moles of each element Divide moles by smallest mole amount to

determine ratio Multiply to get whole numbers (if necessary)

Page 15: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Determine the Empirical Formula of Aspirin

What is the empirical formula of aspirin? It has 4.48 % H, 60.00 % C, and 35.52 % O by mass.

Page 16: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Example #1

An oxide of aluminum is formed by the reaction of 4.151 g of aluminum with 3.692 g of oxygen. Calculate the empirical formula for this compound.

Page 17: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Example #2

When a 0.3546 g sample of vanadium metal is heated in air, it reacts with oxygen to achieve a final mass of 0.6330 g. Calculate the empirical formula of this vanadium oxide.

Page 18: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Example #3

A sample of lead arsenate, an insecticide used against the potato beetle, contains 1.3813 g of lead, 0.00672 g of hydrogen, 0.4995 g arsenic, and 0.4267 g of oxygen. Calculate the empirical formula for lead arsenate

Page 19: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

MolecularFormulas

III.A.1(f) - Determine the empirical formulas and molecular formulas of compounds, given percent composition data or mass composition data

III.A.2(c) - Distinguish between formula mass, empirical mass, molecular mass, gram molecular mass, and gram formula mass

Page 20: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Calculating a Molecular Formula

Molecular Formula – the actual formula of a molecular compound

Example: C2H4 – ethylene

C3H6 – cyclopropane

Both have a 2H:1C ratio

Page 21: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Determining Molecular Formula

Must know formula mass to calculate molecular formula

Divide experimental formula mass by empirical mass

Multiply subscripts by quotient

Page 22: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Example #4

Find the molecular formula of a compound with an empirical formula of CH and a formula mass of 78.110 amu

Page 23: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Answer

C – 12.011

H – 1.008

Total = 13.019

78.110 ÷ 13.019 ≈ 6

6(CH) = C6H6

Page 24: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Example #5

A white powder is analyzed and found to have an empirical formula of P2O5. The compound has a molar mass of 283.88g. What is the compounds molecular formula?

Page 25: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Finding Molecular Formula from Empirical Formula

An unknown compound is found in tree sap. It has been shown to be composed of 40.0% carbon, 6.7% hydrogen and 53.3% oxygen by mass. It was also discovered that 5.00 moles of the material has a mass of 900 grams.

What is the molecular formula of this compound?

Page 26: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Combustion Analysis

Page 27: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Example #6

What is the empirical formula of a hydrocarbon that produces 2.703 g CO2 and 1.108 g H2O when combusted?

Page 28: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Example #7

What is the empirical formula of a substance containing carbon, hydrogen, and oxygen if 1.000 g of substance produces 1.467 g CO2 and 0.6003 g H2O upon combustion?

The molar mass of the substance is 120 g/mol. What is the molecular formula?

Page 29: Unit 4 – The Language of Chemistry: Part Deux. Amadeo Avogadro II.B.2(f) – Describe Avogadro’s hypothesis and use it to solve stoichiometric problems

Example #8

What is the molecular formula of a substance containing carbon, hydrogen, and oxygen if it has a molar mass of 234 g/mol and 0.360 g of substance produces 0.406 g CO2 and 0.250 g H2O upon combustion?