🔢 Quantitative data
Data measured as numbers. Examples: river width in metres, water velocity, the length of pebbles in millimetres, or the number of people who answer "yes" to a question. You can draw graphs and work out averages from it.
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Unlock This CourseYou cannot measure every pebble on a beach or ask every person in a town. There is not enough time. So geographers collect data from a smaller part of the whole group. This smaller part is called a sample. A good sample gives you a fair picture of the whole place.
Key terms:
Use random numbers to choose the spots. For example, number the squares on a grid laid over a beach, then let a calculator pick the squares. It avoids bias (unfairly favouring some spots), because you do not choose your favourite spots. But you may miss part of the area by chance.
Measure at regular intervals, such as one reading every 10 metres along a line. It covers the whole area evenly and is quick and easy to do. But it can miss a feature that falls between your points.
First split the group into sub-groups. Then sample each one in proportion to its size. It makes sure every part is fairly shown, but you need to know the sizes of the sub-groups first.
You want to ask 50 people about hazards in a town. The town is 60% adults and 40% under-18s. A stratified sample is in proportion, so you ask 60% of 50 = 30 adults and 40% of 50 = 20 under-18s. Check: 30 + 20 = 50.
Fieldwork data comes in two types. Your enquiry needs both.
Data measured as numbers. Examples: river width in metres, water velocity, the length of pebbles in millimetres, or the number of people who answer "yes" to a question. You can draw graphs and work out averages from it.
Data that describes things in words or pictures. Examples: annotated field sketches, photographs, or notes on how a beach feels to visit. It shows what a place is like, but it is harder to compare and cannot be averaged.
Each type helps with different jobs. Numbers let you test a hypothesis. Sketches and photographs show the features you cannot see in a table. Used together, they give a fuller answer.
Remember, primary data is collected by you and secondary data is collected by someone else. Each has strengths and weaknesses.
The spec says you must use at least two different secondary data sources. Using both types lets you check one against the other.
When you evaluate data, two ideas matter. People often mix them up.
Ways to improve your data:
A student measures the depth of a river three times at one spot: 24 cm, 26 cm and 25 cm. The mean is (24 + 26 + 25) ÷ 3 = 75 ÷ 3 = 25 cm. The readings are close together, so the measurement is reliable. One reading of 40 cm would stand out as an anomaly (a reading far from the others) and should be checked.
A student investigates how the size of pebbles changes along a beach. They collected primary data by measuring pebble length, and secondary data from a local geology map.
(a) Describe how the student could use systematic sampling to choose where to measure pebbles. [2 marks]
(b) Give one example of qualitative primary data they could collect. [1 mark]
(c) Explain one way the student could make their pebble data more reliable. [2 marks]
(a) Measure pebbles at regular intervals along the beach, for example every 10 metres from the start (1). Measure the same number of pebbles at each point (1).
(b) An annotated field sketch (or photographs) of the beach (1).
(c) Measure a larger number of pebbles at each point (1), because this reduces the effect of any unusual pebbles, so repeating the survey would give similar results (1).
In part (a), a regular interval with a figure, such as "every 10 metres", earns the mark. "Spread out" is too vague.