In simple terms
A friendly intro before the formal notes — no formulas yet.
Atomic Siblings
Isotopes are like siblings in the same family: they share the same family name (element) but have slightly different characteristics (mass). This difference comes from having a different number of neutrons in their core.
Imagine you have two identical models of the same car. They are both a 'Ford Focus' (the element), so they drive the same way and have the same engine performance (chemical properties). However, one model has a sunroof and the other doesn't, making one slightly heavier (different mass number). These two cars are like isotopes of each other.
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Isotopes are atoms of the same element with different neutron numbers.
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Relative atomic mass is a weighted mean of isotope masses.
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Isotopes have identical chemical properties (same electron configuration).
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Some isotopes are radioactive — unstable nuclei emit radiation.
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Key formulas
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Full topic notes
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Defining Isotopes
All atoms of a specific element must have the same number of protons; this is their atomic number (). However, they can have different numbers of neutrons. Atoms that share the same atomic number but have different numbers of neutrons are called isotopes. Since the mass number () is the sum of protons and neutrons, isotopes of an element will have different mass numbers.
Isotopes have the same number of protons.
Isotopes have a different number of neutrons.
Isotopes have the same atomic number () but different mass numbers ().
Isotopes are represented using the notation , where X is the element symbol.
Calculating Relative Atomic Mass ($A_r$)
The mass of an element you see on the periodic table is not the mass of a single atom. Instead, it is the relative atomic mass (), which is a weighted average of the masses of its naturally occurring isotopes. This average takes into account the relative abundance of each isotope – the more common an isotope is, the more it influences the final . The standard for comparison is the carbon-12 isotope, which is assigned a mass of exactly 12.
Properties and Applications of Isotopes
Since isotopes of an element have the identical electron configuration (the same number of electrons in the same orbitals), they exhibit the same chemical properties. They react in exactly the same way. However, their physical properties, which depend on mass, can differ slightly. Heavier isotopes diffuse more slowly and have slightly higher densities and boiling points. The most significant difference arises when an isotope is unstable. These 'radioisotopes' have an unstable neutron-to-proton ratio in their nucleus, causing them to undergo radioactive decay. This property is harnessed in applications like carbon-14 dating, medical imaging (e.g., PET scans using fluorine-18), and cancer therapy (e.g., cobalt-60).
Worked examples
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A sample of chlorine is found to contain two isotopes: chlorine-35 with a relative abundance of 75.77% and chlorine-37 with a relative abundance of 24.23%. The relative isotopic masses are 34.97 and 36.97 respectively. Calculate the relative atomic mass of chlorine to two decimal places.
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Step 1: Apply the formula for relative atomic mass.
Boron has a relative atomic mass of 10.81. It consists of two isotopes, (isotopic mass 10.01) and (isotopic mass 11.01). Calculate the percentage abundance of the isotope.
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Step 1: Define variables for the unknown abundances. Let the percentage abundance of be . Since there are only two isotopes, the percentage abundance of must be .
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Glossary
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What is the definition of an isotope?
Atoms of the same element (same number of protons) with different numbers of neutrons (and therefore different mass numbers).
Key takeaways
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Isotopes have the same number of protons.
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Isotopes have a different number of neutrons.
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Isotopes have the same atomic number () but different mass numbers ().
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Isotopes are represented using the notation , where X is the element symbol.
Practice — then mark it
The whole point: a real Cambridge question, marked mark-by-mark.
9701/22 · Q1(a)
Complete Table 1.1 using relevant information from the Periodic Table.
Table 1.1
| nucleon number | proton number | number of electrons |
|---|---|---|
| Mg | 24 | |
| Al | 27 |
9701/23 · Q1(c)(i)
Define relative isotopic mass.
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Before you move on: do 9701/22 · Q1(a) on paper, snap a photo, and get examiner-style feedback on exactly where you win and lose marks.