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1 of 6 © Boardworks Ltd 2009
2 of 6 © Boardworks Ltd 2009
What is relative atomic mass?
The relative atomic mass (Ar) of an element is the mass of
one of its atoms relative to 1/12 the mass of one atom of
carbon-12.
Most elements have more
than one isotope. The Ar of
the element is the average
mass of the isotopes taking
into account the abundance of
each isotope. This is why the
Ar of an element is frequently
not a whole number.
average mass of an atom × 12
mass of one atom of carbon-12
relative atomic mass
(Ar)
=
3 of 6 © Boardworks Ltd 2009
Using mass spectra to calculate Ar
The mass spectrum of an element indicates the mass and
abundance of each isotope present. For example, the mass
spectrum of boron indicates two isotopes are present:
How can this be used to calculate the Ar of boron?
0
100
20
40
60
80
abundance(%)
0 2 4 6 8 10 12
m/z
10
B (20%)
11
B (80%)
4 of 6 © Boardworks Ltd 2009
Calculating Ar
Most elements have more than one isotope. The relative
atomic mass of the element is the average mass of the
isotopes taking into account the abundance of each isotope.
Example: what is the Ar of boron?
In a sample of boron, 20% of the atoms are 10
Br and 80%
are 11
Br.
If there are 100 atoms, then 20 atoms would be 10
Br and
80 atoms would be 11
Br.
The relative atomic mass is calculated as follows:
Ar of Br = (20 × 10) + (80 × 11)
100
Ar of Br = 10.8
5 of 6 © Boardworks Ltd 2009
Calculating Ar of magnesium
Example: What is the Ar of magnesium?
In a sample of magnesium, 79.0% of the magnesium
atoms are 24
Mg, 10.0% are 25
Mg and 11.0% are 26
Mg.
2. Add these values,
and divide by 100
(1896 + 250 + 286) / 100
Ar of Mg = 24.3
24 × 79.0
25 × 10.0
26 × 11.0
1. Calculate mass × abundance
of each isotope
6 of 6 © Boardworks Ltd 2009
Ar calculations
6 of 6 © Boardworks Ltd 2009
Ar calculations

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Atomic structure part 3 relative atomic mass

  • 1. 1 of 6 © Boardworks Ltd 2009
  • 2. 2 of 6 © Boardworks Ltd 2009 What is relative atomic mass? The relative atomic mass (Ar) of an element is the mass of one of its atoms relative to 1/12 the mass of one atom of carbon-12. Most elements have more than one isotope. The Ar of the element is the average mass of the isotopes taking into account the abundance of each isotope. This is why the Ar of an element is frequently not a whole number. average mass of an atom × 12 mass of one atom of carbon-12 relative atomic mass (Ar) =
  • 3. 3 of 6 © Boardworks Ltd 2009 Using mass spectra to calculate Ar The mass spectrum of an element indicates the mass and abundance of each isotope present. For example, the mass spectrum of boron indicates two isotopes are present: How can this be used to calculate the Ar of boron? 0 100 20 40 60 80 abundance(%) 0 2 4 6 8 10 12 m/z 10 B (20%) 11 B (80%)
  • 4. 4 of 6 © Boardworks Ltd 2009 Calculating Ar Most elements have more than one isotope. The relative atomic mass of the element is the average mass of the isotopes taking into account the abundance of each isotope. Example: what is the Ar of boron? In a sample of boron, 20% of the atoms are 10 Br and 80% are 11 Br. If there are 100 atoms, then 20 atoms would be 10 Br and 80 atoms would be 11 Br. The relative atomic mass is calculated as follows: Ar of Br = (20 × 10) + (80 × 11) 100 Ar of Br = 10.8
  • 5. 5 of 6 © Boardworks Ltd 2009 Calculating Ar of magnesium Example: What is the Ar of magnesium? In a sample of magnesium, 79.0% of the magnesium atoms are 24 Mg, 10.0% are 25 Mg and 11.0% are 26 Mg. 2. Add these values, and divide by 100 (1896 + 250 + 286) / 100 Ar of Mg = 24.3 24 × 79.0 25 × 10.0 26 × 11.0 1. Calculate mass × abundance of each isotope
  • 6. 6 of 6 © Boardworks Ltd 2009 Ar calculations
  • 7. 6 of 6 © Boardworks Ltd 2009 Ar calculations

Notas del editor

  1. Boardworks AS Chemistry Atomic Structure Teacher notes Students should be made aware that the top left number by each element is, in this case, the relative atomic mass of the element (identifiable because it uses a decimal place) and not its mass number. It may seem unnecessarily complicated to use 1/12 the mass of carbon-12 as a standard unit, rather than an atom of hydrogen-1. It may be worth explaining to students that hydrogen-1 was originally used as a standard for relative atomic masses, but that carbon-12 was later adopted because it commonly occurs as an element, and because it is solid at room temperature, making it much easier to weigh accurately.
  2. Boardworks AS Chemistry Atomic Structure
  3. Boardworks AS Chemistry Atomic Structure
  4. Boardworks AS Chemistry Atomic Structure