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An introduction to the concept of moles as a measuring unit in chemistry, explaining that a mole is a unit of substance and the primary measuring unit of chemical quantities. It discusses the relationship between moles, mass, and molar mass, and provides examples of calculating molar masses of various elements and compounds. The document also covers the conversion between mass and moles, and the use of Avogadro's constant in calculations.
What you will learn
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When chemists work with elements in the laboratory, they are not dealing with single _____
or
and
amounts contain huge numbers of
these very tiny particles.
Rather than thinking in terms of these individual small
particles, chemists use a larger quantity of matter called a
(symbol
mole is just a
of material and is the primary measuring unit of
One mole of material can be
(used for ionic
compounds) or
depending on the composition of the substance. However, for
materials, the number of particles in a mole is the same,
This is called
and is symbolized by
A
For example
A mole of sodium (Na) contains
of sodium
A mole of water (H
2
O) contains
of water
A mole of ammonium ions (NH
4
) is
of NH
4
A mole of potassium chloride contains
of KCl
A mole of eggs is
eggs
It is very difficult to imagine the immensity of Avogadro’s Number. Perhaps these sizeanalogies will help:
Avogadro’s number of seconds is about 2 x 10
14
centuries, which is roughly a million times
the best current estimate of the age of the entire universe.
Avogadro’s number of chemistry textbooks would cover the entire surface of the Earthto a height of about 300 km.
If you won 1 mole of dollars in a lottery the day you were born, and spent a billion dollarsa second, you would still have more than 99.999% of the prize money left if you lived tobe 90 years old.
In order to obtain a mole of grains of sand it would be necessary to dig the entiresurface of the Sahara desert (8 million square kilometres) to a depth of 6 meters.
Population of the Earth – 6,000,000,000 people1 mole of people – 602,000,000,000,000,000,000,
Chemical formulas and equations are expressed using amounts in moles, but in alaboratory, we measure mass. Thus, we constantly need to convert amount in moles intomass and vice versa.The mass of one mole of any element is numerically equivalent to the average atomicmass of the element. The mass of one mole of a substance is called
(symbol
) and is expressed in grams/mole (
i)
Molar mass of Na
ii)
Mass of one mole of fluorine
When atoms combine to form compounds, mass is neither created nor destroyed, thus,the molar mass of a compound can be obtained by adding the atomic masses of eachatom in the compound.
Remember subscripts tell us how many of each atom are
present. iii)
Mass of one mole of Fe
2
3
iv)
Molar mass of Mg
3
4
2
The relationship between number of moles, mass of a substance and molar mass isrepresented by the following equation:
Example #1 Convert a mass of 3.6 grams of table salt to an amount in moles.
Example #
Determine the mass of a 6.5 molar solution of hydrochloric acid.
The mole is used to help us “count” atoms, molecules ions etc… The relationship betweenmoles, number of particles and the Avogadro constant is:N = n x N
A
Where:
N = number of particlesn = number of molesN
A
= Avogadro constant
Using the above equation and the flow chart listed below as a guide, you will be able toperform a number of calculations involving moles, atoms, particles and eventually mass. Example #1 A sample of benzene, C
6
6
, contains 5.69 mol.
a) How many molecules are present in this sample?b) How many hydrogen atoms are in the sample? Example #2 A sample of zinc oxide contains 3.28 x 10
24
formula units. How many moles of zinc oxide
are in the sample?
An
shows the
in which atoms combine to form a
molecule. An empirical formula
necessarily provide the correct
information about the
in a molecule. A
will
give the
and
bonded to form a molecule.
A comparison of empirical and molecular formula
Name of compound
Molecular
formula
Empirical
formula
Lowest ratio of
elements
Benzene Glucose Ammonia Hexene Octene It is possible for a molecule to have the
empirical formula and molecular
formula. For example,
in the above chart.
It is also possible for two compounds to have the
empirical formula but
molecular formula. For example
and
You can determine the empirical formula for a compound if you are given experimentallyderived
or the
for the compound.
If you are given weights, you will use the
to calculate
If you
are given percent composition, you assume a
and then
determine the number of
. In both cases you will need to know the
of your element.
Once moles have been determined, you find the
(using the smallest mole value as your
Example #1 A sample of a compound contains 2.40 g of carbon and 0.800 g of hydrogen.
What is its
empirical formula? Example #2 A compound was determined experimentally to be 29.0% sodium, 40.6% sulfur and30.4% oxygen mass.
What is its empirical formula?
If the
of the
is known, one can determine the
of the compound.
To accomplish this, first determine the
formula of the compound. Then compare the
of the
substance with the
derived from the
. To
determine how much greater your molecular formula is you can use the followingequation:
Example #3 A compound is 82.8% carbon and 17.2% hydrogen by mass. Its molar mass is 58.0g/mol.What is the molecular formula of this compound?
2
3
2
We can use the coefficients in a balanced chemical equation to determine a number of quantities:
i.
How many molecules react
ii.
How many molecules are produced
Example
:
___Al + ___Fe
2
O
3
→
___Al
2
O
3
According to the balanced equation, ___ atoms of Al react with ___ formula units of Fe
2
O
3
What if you had 8 atoms of Al?You would need ___ formula units of Fe
2
O
3
to react, and you would produce ___ formula units of aluminum
oxide and ___ atoms of iron.This is because in the above equation, aluminium and iron (III) oxide interact in a __________ ratio.Balance the following equation and state the ratio of reactants and products:
___ C
3
H
8
2
→
___ CO
2
2
O
How many molecules of oxygen are required to generate 100 water molecules? The coefficients in balanced equations actually represent moles and can be used to determine molar relationships or moleratios. Balance the following equation and state the mole ratio of reactants and products:
___ N
2
2
→
___ NH
3
How many moles of nitrogen and hydrogen would you need to generate 8.6 mol of ammonia?
In order for scientists to apply stoichiometry, chemists must always find the moles of reactants beforethey set-up their ratio.
Often it is then useful to convert amounts of products in moles to a more useful
measurement - mass. To solve stoichiometry problems involving mass:
i.
Begin with a balanced chemical equation and write the mass of reactant or product beneath thecorresponding formula
ii.
Determine the molar mass of the necessary reactants and products
iii.
Determine the number of moles from the given mass
iv.
Use the mole ratio to predict the amount in moles of desired substance
v.
Convert the predicted amount in moles into mass or molecules
Examples
:
Ammonium sulfate is used as a source of nitrogen in some fertilizers.
It reacts with sodium hydroxide to
produce sodium sulfate, water and ammonia.
What mass of sodium hydroxide is required to react
completely with 15.4 g of ammonium sulfate?Powdered zinc reacts rapidly with powdered sulfur in a highly exothermic reaction.
What mass of zinc
sulfide is expected when 32.0 g of sulfur reacts with sufficient zinc?
___ Zn (s) + ___ S
8
(s)
→
___ ZnS (s)
Powdered zinc and sulfur react in an extremely rapid, exothermic reaction. If a 6.00 g sample of zinc isallowed to react with 3.35 g of sulfur, which is the limiting reactant?
(s)
(s)
(s)
You can use your knowledge about finding limiting reactants to predict the amount ofproduct that is expected in a reaction. This type of prediction is a routine part of achemist’s job.
2
3
24
2
3(s)
(g)
(s)
2(g)