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Stoichiometry: Understanding Balanced Chemical Equations and Calculations, Study notes of Stoichiometry

An introduction to stoichiometry, a branch of chemistry that deals with the calculation of quantities in chemical reactions based on a balanced equation. the concept of stoichiometry, its Greek origin, and its definition. It also explains the four ways to interpret a balanced chemical equation: in terms of particles, moles, mass, and volume. examples and practice problems to help students understand the concepts of molar ratios, mole-mole conversions, and stoichiometric calculations. It emphasizes the importance of the Law of Conservation of Mass and the significance of limiting reagents and percent yield.

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12.1 The Arithmetic of Equations
OBJECTIVES:
Explain how balanced equations apply to both
chemistry and everyday life.
Interpret balanced chemical equations in terms
of: a) moles, b) representative particles, c) mass,
and d) gas volume (Liters) at STP.
Identify the quantities that are always conserved
in chemical reactions.
Chapter 12 Stoichiometry
Stoichiometry is…
Greek for “measuring elements”
Pronounced “stoy kee ahm uh tree
Defined as: calculations of the
quantities in chemical reactions,
based on a balanced equation.
There are 4 ways to interpret a
balanced chemical equation
#1. In terms of Particles
An Element is made of atoms
A Molecular compound (made of only nonmetals)
is made up of molecules
Ionic Compounds (made of a metal and nonmetal
parts) are made of formula units
Example: 2H2 + O22H2O
Two molecules of hydrogen and one molecule of
oxygen form two molecules of water
Another example: 2Al2O34Al+ 3O2
Two formula units Al2O3form four atoms Al and three
molecules of oxygen
#2. In terms of Moles
The coefficients tell us how many moles of each
substance
2Al2O34Al +3O2
2Na + 2H2O 2NaOH + H2
Remember: A balanced equation is a Molar Ratio
#3. In terms of Mass
The Law of Conservation of Mass applies to rxns
We can check mass by using moles
2H2 + O22H2O
2 moles H2
2.02 g H2
1 mole H2
=4.04 g H2
1 mole O2
32.00 g O2
1 mole O2=32.00 g O2
Reactants total mass = 4.04 g + 32.00 g
= 36.04 g
So 36.04 g of water are produced
2 moles H2O18.02 g H2O
1 mole H2O36.04 g H2O
=
36.04 grams reactant = 36.04 grams product
#4. In terms of Volume
At STP, 1 mol of any gas = 22.4 L
2H2+ O22H2O
(2 x 22.4 L H2) + (1 x 22.4 L O2) (2 x 22.4 L H2O)
NOTE: mass and atoms are ALWAYS conserved -
however, molecules, formula units, moles, and
volumes will not necessarily be conserved!
67.2 Liters of reactant 44.8 Liters of product!
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12.1 – The Arithmetic of Equations

  • OBJECTIVES:
    • Explain how balanced equations apply to both

chemistry and everyday life.

  • Interpret balanced chemical equations in terms

of: a) moles, b) representative particles, c) mass,

and d) gas volume (Liters) at STP.

  • Identify the quantities that are always conserved

in chemical reactions.

Chapter 12 “Stoichiometry”

Stoichiometry is…

• Greek for “measuring elements”

Pronounced “stoy kee ahm uh tree”

• Defined as: calculations of the

quantities in chemical reactions,

based on a balanced equation.

• There are 4 ways to interpret a

balanced chemical equation

#1. In terms of Particles

  • An Element is made of atoms
  • A Molecular compound (made of only nonmetals)

is made up of molecules

  • Ionic Compounds (made of a metal and nonmetal

parts) are made of formula units

  • Example: 2H 2

+ O

2

→ 2H

2

O

  • Two molecules of hydrogen and one molecule of

oxygen form two molecules of water

  • Another example: 2Al 2

O

3

4Al + 3O 2

  • Two formula units Al 2

O 3

form four atoms Al and three

molecules of oxygen

#2. In terms of Moles

  • The coefficients tell us how many moles of each

substance

2 Al 2

O

3

 4 Al + 3 O 2

2 Na + 2 H 2

O  2 NaOH + H 2

  • Remember: A balanced equation is a Molar Ratio

#3. In terms of Mass

  • The Law of Conservation of Mass applies to rxns
  • We can check mass by using moles

2H

2

+ O

2

2H

2

O

2 moles H 2

2.02 g H 2

1 mole H 2

= 4.04 g H 2

1 mole O 2

32.00 g O 2

1 mole O 2

= 32.00 g O 2

Reactants total mass = 4.04 g + 32.00 g

= 36.04 g

So 36.04 g of water are produced

2 moles H 2

O

18.02 g H 2

O

1 mole H 2

O

36.04 g H 2

O

36.04 grams reactant = 36.04 grams product

#4. In terms of Volume

  • At STP, 1 mol of any gas = 22.4 L

2H

2

+ O

2

 2H

2

O

(2 x 22.4 L H 2 ) + (1 x 22.4 L O 2 )  (2 x 22.4 L H 2 O)

NOTE: mass and atoms are ALWAYS conserved -

however, molecules, formula units, moles, and

volumes will not necessarily be conserved!

67.2 Liters of reactant 44.8 Liters of product!

Practice:

  • Show that the following equation

follows the Law of Conservation of

Mass (show the atoms balance, and

the mass on both sides is equal)

2Al 2

O 3

4Al + 3O 2

12.2 – Chemical Calculations

  • OBJECTIVES:
    • Construct “mole ratios” from balanced

chemical equations, and apply these ratios in

mole-mole stoichiometric calculations.

  • Calculate stoichiometric quantities from

balanced chemical equations using units of

moles, mass, representative particles, and

volumes of gases at STP.

Mole to Mole conversions

2Al

2

O

3

Al + 3O

2

  • each time we use 2 moles of Al 2

O 3

we will also

make 3 moles of O 2

2 moles Al 2

O

3

3 mole O 2

or

2 moles Al 2

O

3

3 mole O 2

These are the two possible conversion

factors to use in the solution of the problem.

Mole to Mole conversions

  • How many moles of O 2

are

produced when 3.34 moles of

Al 2

O 3

decompose?

2Al 2

O 3

Al + 3O 2

3.34 mol Al 2

O

3

2 mol Al 2

O

3

3 mol O 2

= 5.01 mol O 2

If you know the amount of ANY chemical in the reaction,

you can find the amount of ALL the other chemicals!

Conversion factor from balanced equation

Practice:

2C

2

H

2

+ 5 O

2

 4CO

2

+ 2 H

2

O

  • If 3.84 moles of C 2

H

2

are burned, how

many moles of O

2

are needed?

(9.6 mol)

  • How many moles of C 2

H

2

are needed to

produce 8.95 mole of H

2

O?

(8.95 mol)

  • If 2.47 moles of C 2

H

2

are burned, how

many moles of CO 2

are formed? (4.94 mol)

Steps to Calculate Stoichiometric

Problems

1. Correctly balance the equation.

2. Convert the given amount into

moles.

3. Set up mole ratios.

4. Use mole ratios to calculate moles of

desired chemical.

5. Convert moles back into final unit.

“Limiting” Reagent

  • If you are given one dozen loaves of bread, a

gallon of mustard, and three pieces of salami,

how many salami sandwiches can you make?

  • The limiting reagent is the reactant you run out

of first.

  • The excess reagent is the one you have left over.
  • The limiting reagent determines how much

product you can make

Limiting Reagents - Combustion

How do you find out which is limited?

  • The chemical that makes the least

amount of product is the “limiting

reagent”.

  • You can recognize limiting reagent

problems because they will give you 2

amounts of chemical

  • Do two stoichiometry problems, one

for each reagent you are given.

  • If 10.6 g of copper reacts with 3.83 g

sulfur, how many grams of the product

(copper (I) sulfide) will be formed?

2Cu + S  Cu 2

S

10.6 g Cu

63.55g Cu

1 mol Cu

2 mol Cu

1 mol Cu 2

S

1 mol Cu 2

S

159.16 g Cu 2

S

= 13.3 g Cu 2

S

3.83 g S

32.06g S

1 mol S

1 mol S

1 mol Cu 2

S

1 mol Cu 2

S

159.16 g Cu 2

S

= 19.0 g Cu 2

S

= 13.3 g Cu 2

S

Cu is the

Limiting

Reagent, since

it produced less

product.

Another example:

  • If 10.3 g of aluminum are reacted

with 51.7 g of CuSO 4

how much

copper (grams) will be produced?

2Al + 3CuSO 4

→ 3Cu + Al 2

(SO 4

) 3

the CuSO 4

is limited, so Cu = 20.6 g

  • How much excess reagent will

remain?

Excess = 4.47 grams

What is Yield?

  • Yield is the amount of product made in a

chemical reaction.

  • There are three types:
  1. Actual yield- what you actually get in the lab

when the chemicals are mixed

  1. Theoretical yield- what the balanced equation

tells should be made

  1. Percent yield = Actual

Theoretical

x 100

Example:

  • 6.78 g of copper is produced when 3.92 g

of Al are reacted with excess copper (II)

sulfate.

2Al + 3 CuSO

4

 Al

2

(SO

4

3

+ 3Cu

  • What is the actual yield?
  • What is the theoretical yield?
  • What is the percent yield?

= 6.78 g Cu

= 13.8 g Cu

= 49.1 %

Details on Yield

  • Percent yield tells us how “efficient” a

reaction is.

  • Percent yield can not be bigger than
  • Theoretical yield will always be larger

than actual yield!

  • Why? Due to impure reactants; competing side

reactions; loss of product in filtering or

transferring between containers; measuring