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NotesESS HLTopic 2.1Populations
Back to ESS HL Topics
2.1.55 min read

Populations (ESS HL)

IB Environmental Systems and Societies • Unit 2

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Contents

  • Populations at Higher Level
  • What a population is
  • One species, many populations
  • Counting a population and its change
  • Investigating a local population
  • Exam-style question
Populations at Higher Level: The same definition as SL. This page follows one real recovery, the Iberian lynx, through its census numbers.

Practise this as you read

  • Define a population with all four parts.
  • Calculate a percentage change from census numbers.

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Same species, same place, same time: A population is a group of organisms of the same species, living in the same area at the same time, that can interbreed.

The points to remember

  • The same species: only one kind of organism is counted.
  • The same area: one place with a clear edge, such as one forest or one lake.
  • The same time: counted over one period, such as one year.
  • Capable of interbreeding: the individuals can meet and mate with each other.
  • So a population is an interbreeding unit.
Remember it as: Same species, same place, same time, can breed together.

Real example: the Iberian lynx of the Doñana wetlands in southern Spain are one population: one species, in one protected area, counted each year, and able to meet and breed.

Give all four parts: A definition that leaves out the area or the time is not complete. Write all four parts.

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A species is bigger than a population: it is every individual of that kind, wherever it lives.

The points to remember

  • A species is every individual of that kind, wherever it lives.
  • A population is the part of a species in one area at one time.
  • One species may be one population or many.
  • Two groups that are too far apart to meet and mate are two populations.
  • Mixing two species (lions and zebras) gives a community, not a population.
Remember it as: Species = everywhere. Population = here and now.

Species

  • Every individual, worldwide.
  • Example: all the tigers on Earth.

Population

  • One area, one time, can interbreed.
  • Example: the tigers of one reserve in India.

Real example: the Iberian lynx is one species split into several populations, such as Doñana, the Sierra Morena mountains in Spain and the Guadiana valley in Portugal. Farmland and roads keep most of them apart, so each breeds mainly within itself.

Papers often give a graph of a population's numbers and ask you to calculate how much it changed.

Calculating a percentage change

  • Read the starting and final numbers from the graph.
  • Change = final number minus starting number.
  • Percentage change = change ÷ starting number × 100.
  • Give the answer with a % sign; a fall gives a negative answer.
  • Numbers rise with births and arrivals; they fall with deaths and departures.
Remember it as: Change, divide by the start, times 100.
Bar chart of Iberian lynx in Spain and Portugal: 94 in 2002, 1111 in 2020, 1668 in 2022, 2021 in 2023, 2401 in 2024
Read each value from the top of its bar.

Worked example: from 2002 to 2023 the lynx rose from 94 to 2,021. The change is 2,021 − 94 = 1,927. Then 1,927 ÷ 94 × 100 = 2,050%: about 21 times as many lynx.

Divide by the starting number: Divide by the number you started with, not the final one, or the answer will be wrong.

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You can investigate a population in a local ecosystem, such as your school grounds or a park.

Investigating a local population

  • Choose one species that you can recognise.
  • Mark out one area with a clear edge, such as a school field or a pond.
  • Count at one time, and write down the date and how long you looked.
  • If there are too many to count, estimate from samples (later pages show how).
  • Record the conditions too, such as temperature, so results can be compared.
Remember it as: One species, one area, one time: then count.

Real example: in the City Nature Challenge, people in hundreds of cities photograph wild species over the same four days each spring and upload them to the iNaturalist app, so each city's results cover one area and one time.

How this comes up: Paper 1: a graph of a species' numbers; calculate the percentage increase between two years [1].
Bar chart of Iberian lynx in Spain and Portugal: 94 in 2002, 1111 in 2020, 1668 in 2022, 2021 in 2023, 2401 in 2024
Figure 1
IB-style questionCalculate[1 mark]

Figure 1 shows the number of Iberian lynx counted in Spain and Portugal between 2002 and 2024.

Calculate the percentage increase in the number of lynx between 2020 and 2024.

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A park ranger reports on 'the population of red deer in the park'.

the term population.
[1 mark]

Related ESS HL Topics

Continue learning with these related topics from the same unit:

2.1.1The biosphere
2.1.2Organisms and species
2.1.3Classification
2.1.4Identification of organisms
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