the mole what is it? how do we use it? chapter 10

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The Mole What is it? How do we use it? Chapter 10

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Page 1: The Mole What is it? How do we use it? Chapter 10

The MoleWhat is it? How do we use it?

Chapter 10

Page 2: The Mole What is it? How do we use it? Chapter 10

Calculating the mass of atoms:

Carbon-12 was used as the standard for relative mass.

A single atom of C-12 is assigned a mass of exactly 12 atomic mass units.

The symbol for atomic mass units is u or amu.

The mass of an atom expressed in atomic mass units is called the atomic mass of the atom.

Page 3: The Mole What is it? How do we use it? Chapter 10

Calculation of Formula Weight

Formula weight - sum of the atomic weight of each atom in the chemical formula.

Ex. Formula wt. of NaOH

FW = 1 (atomic weight of Na) + 1 (atomic weight of O) + 1 (atomic weight of H)= 22.989770 + 15.9994 + 1.00794 =

39.9971 amu

Page 4: The Mole What is it? How do we use it? Chapter 10

More PracticeEx. Formula wt. of Al(OH)3

1 amu Al + 3 amu O + 3 amu H =

26.981538+3(15.9994)+3(1.00794) =78.0036 amu

Page 5: The Mole What is it? How do we use it? Chapter 10

Measuring AmountsWe often measure the amounts of things by one of 3

methods:

By countBy massBy volume

For example, you can buy soda by the six-pack or the liter.

Page 6: The Mole What is it? How do we use it? Chapter 10

We can buy oranges by count or by mass (weight).

Ex. Oranges: 8 for $3.00 or $.79/lb

It’s easy to buy big items by count: apples, oranges, pens, etc. but sometimes it’s easier to buy them when they are grouped together:Ex. A dozen eggs

What about smaller items? How about grains of sand in a timer?

Page 7: The Mole What is it? How do we use it? Chapter 10

The Mole

Chemists use a number that is a specified number of particles to represent particles that are too small to count individually.

It’s the

Page 8: The Mole What is it? How do we use it? Chapter 10

The Mole1 mole is:

602,200,000,000,000,000,000,000

or 6.022 x 1023 representative particles

A representative particle means ITEMS: atoms, molecules, formula units

Page 9: The Mole What is it? How do we use it? Chapter 10

Molar Mass (aka Molecular Weight)

Molar mass (also known as molecular weight) - mass of one mole something.

Scientists made it easy by making molar mass in grams the same number as atomic mass in amu.

Units of molar mass: grams per mole. (g/mol)

Page 10: The Mole What is it? How do we use it? Chapter 10

What is the mass of one mole of aluminum?

26.981538 g

Page 11: The Mole What is it? How do we use it? Chapter 10

PracticeWhat is the mass of 2.3 moles of sulfur?

Known: S mm is 32.066 g/mol.

Unknown: mass (in grams)

Start with what we know:

2.3 mol S 32.066 g

1 mol

Page 12: The Mole What is it? How do we use it? Chapter 10

2.3 mol S 32.066 g S

1 mol

Set up the problem so that the unit you want is on the top

• Cross out the units that cancel and then multiply

2.3 mol S = 73.752 g

Page 13: The Mole What is it? How do we use it? Chapter 10

What if I know the grams and want to know the # of moles?

How many moles are in 412 grams of CaSO4?

Known: have 412 g. CaSO4

Molar mass of CaSO4 = 136.142 g/mol

412 g 1 mol CaSO4

136.146 g

= 3.03 mol CaSO4

Page 14: The Mole What is it? How do we use it? Chapter 10

PracticeHow many grams are in 2.4 moles of NaCl?

Page 15: The Mole What is it? How do we use it? Chapter 10

How many moles are in 77.4 g of BaCO3?

Page 16: The Mole What is it? How do we use it? Chapter 10

How many moles are in 3.45x104 g of copper (II) oxide?

Page 17: The Mole What is it? How do we use it? Chapter 10

What is the mass of 16 moles of Pt?

Page 18: The Mole What is it? How do we use it? Chapter 10

What is the mass of 22 moles of NO?

Page 19: The Mole What is it? How do we use it? Chapter 10

Based on chemical equations and the law of conservation of matter.

Must know the chemical equation for the reaction we are studying.

Stoichiometry

Page 20: The Mole What is it? How do we use it? Chapter 10

There are 4 types of reaction stoichiometry

problems:1. mole-mole problems:

moles of A → moles of B

2. mole-mass problems: moles of A → moles of B →mass of B

3. mass –mole problems: mass of A → moles of A → moles of B

4. mass-mass problems: mass of A → moles of A → moles of B →

mass of B

Page 21: The Mole What is it? How do we use it? Chapter 10

Mole ratioThe relationship between the number of moles

of reactants and/or products in a chemical equation.

N2 (g) + 3 H2 (g) → 2NH3 (g)

The mole ratio of hydrogen to nitrogen is 3 to 1

Page 22: The Mole What is it? How do we use it? Chapter 10

Now lets PracitceIn the Synthesis of water I start out with 42

grams of H2 and an excess of 02 how much water will I have at the conclusion of the reaction?

Page 23: The Mole What is it? How do we use it? Chapter 10

1. Write the equationH2 + O2 H2O

2. Balance the equation2H2 + O2 2H2O

3. Start with what you know

4. 42 g H2

Page 24: The Mole What is it? How do we use it? Chapter 10

Now its your Turn!

Page 25: The Mole What is it? How do we use it? Chapter 10

Butane (C4H10) undergoes combustion.

Balanced Equation:

__ C4 H10 + __ O2 __ CO2 + __ H2O

How many grams of CO2 are produced when 88 g of O2 are reacted with an excess of butane?

Page 26: The Mole What is it? How do we use it? Chapter 10

Volume / Mole Relationship (@ STP)

Page 27: The Mole What is it? How do we use it? Chapter 10

Percent CompositionTarget: Be able to calculate percent

composition & successfully complete the worksheet!

The percent by mass of an element in a compound is the number of grams of the element divided by the mass in grams of the compound, multiplied by 100%:

% mass of element = mass of element x 100%

mass of compound

Page 28: The Mole What is it? How do we use it? Chapter 10

Calculating Percent Composition from Mass Data

When a 13.60 g sample of a compound containing only magnesium and oxygen is completely decomposed, 5.40 g of oxygen is obtained. What is the percent composition of this compound.

Think this through…how much magnesium do we have after decomposition…

Page 29: The Mole What is it? How do we use it? Chapter 10

When a 13.60 g sample of a compound containing only magnesium and oxygen is completely

decomposed, 5.40 g of oxygen is obtained. What is the percent composition of this compound.

Page 30: The Mole What is it? How do we use it? Chapter 10

A compound is formed when 9.03 g Mg combines completely with 3.48 g N. What

is the percent composition of this compound?

Page 31: The Mole What is it? How do we use it? Chapter 10

Percent Composition from Chemical Formula

% mass = mass of element in 1 mol compound x100%

molar mass of compound

Example: Propane (C3H8) is one of the compounds obtained from petroleum. Calculate the percent composition of propane.

Think…what is our mass of carbon & hydrogen in 1 mole of propane…how do we figure this out?

Page 32: The Mole What is it? How do we use it? Chapter 10

Propane (C3H8) is one of the compounds obtained from petroleum. Calculate the

percent composition of propane.

Page 33: The Mole What is it? How do we use it? Chapter 10

Calculate the percent nitrogen in these common fertilizers:

a. NH3

b. NH4NO3

Page 34: The Mole What is it? How do we use it? Chapter 10

Percent Composition as a Conversion Factor

Used to calculate the number of grams of any element in a specific mass of a compound

How:

Multiply the mass of the compound by a conversion factor (based on the percent composition of the element in the compound)

Page 35: The Mole What is it? How do we use it? Chapter 10

Example (using propane example): how much carbon & hydrogen are in

82.0 g of propane?

Think it through…what were the percentages of carbon & hydrogen in propane?

So…in a 100g sample of propane, how much carbon & hydrogen would there be?

Page 36: The Mole What is it? How do we use it? Chapter 10

Example (using propane example): how much carbon & hydrogen are in

82.0 g of propane?

Calculate mass of Carbon in 82 g of propane:

Calculate mass of Hydrogen in 82 g of propane:

Page 37: The Mole What is it? How do we use it? Chapter 10

Determining Chemical Formulas

Empirical Formula (aka Simplest formula):

consists of the symbols for the elements combined with the subscripts showing the smallest whole-number ratio of the atoms.

Page 38: The Mole What is it? How do we use it? Chapter 10

To find the empirical formula: Determine the composition by mass –

set the 100% to grams. Make each element’s percentage equal to grams.

Determine the composition in moles --divide each number of grams found in #1 above by the atomic mass of the element.

Find the smallest whole –number ratio of atoms --Divide by the smallest # of moles found in #2 above.

Page 39: The Mole What is it? How do we use it? Chapter 10

Example: Analysis shows a compound to contain 26.56% potassium, 35.41% chromium and 38.03%

oxygen. Find the simplest formula of this compound.

Page 40: The Mole What is it? How do we use it? Chapter 10

A compound is found to contain 63.52% iron and 36.48% sulfur. Find its simplest

formula

FeS

Page 41: The Mole What is it? How do we use it? Chapter 10

Finding Molecular FormulaTo find the molecular formula for a

compound we need to know the correct molar mass of the substance.

To determine the molecular formula we divide the molar mass by the simplest formula mass, this gives us a whole number, which we then multiply all of the atoms in the simplest formula by to get the molecular formula.

Page 42: The Mole What is it? How do we use it? Chapter 10

Example: Determine the molecular formula of a compound having a simplest formula of

CH and a formula mass of 78.110 amu

C6H6

Page 43: The Mole What is it? How do we use it? Chapter 10

A sample of a compound with a formula mass of 34.00 amu is found to consist of 0.44 g of hydrogen and 6.92

g. of oxygen. Find its molecular formula.

H2O2