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Fieldwork Skills ยป Analysing and Evaluating Fieldwork

What you'll learn this session

Study time: 30 minutes

Edexcel spec: 1.4, 2.4

  • How to analyse findings and use the mean, median, mode, range and lines of best fit
  • How to identify the different views of stakeholders
  • How to evaluate data: is it accurate, suitable, misleading or unreliable?
  • How to write a clear conclusion

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From data to meaning

You have planned your enquiry, collected your data and presented it. Now comes the thinking. Section B of the exam rewards students who can explain what their results show and how far they can be trusted. The spec calls these the cognitive enquiry skills.

Key terms:

  • Analysis: reviewing and interpreting your quantitative and qualitative information to find patterns.
  • Mean: the total of all the values divided by how many values there are.
  • Median: the middle value when the values are put in order.
  • Mode: the value that appears most often.
  • Range: the highest value minus the lowest value.
  • Line of best fit: a line drawn through a scatter graph to show the general trend.
  • Stakeholder: a person or group with an interest in an issue.
  • Evaluation: judging how accurate, suitable and trustworthy your data and methods were.
  • Conclusion: the final answer to your question or hypothesis, backed by evidence.

Analysing your findings

Good analysis uses both kinds of data. Look at the numbers (quantitative) and at the sketches, photographs and comments (qualitative). Then ask three questions:

  • What is the pattern? Does the value rise, fall or stay the same?
  • What are the exceptions? Is any result very different from the rest?
  • What does the evidence say about my hypothesis?

Use figures from your results when you describe a pattern. "Pebbles get smaller" is weak. "Pebbles fall from a mean of 60 mm at site 1 to a mean of 20 mm at site 5" is strong.

Simple descriptive statistics

Statistics boil a list of results down to one or two useful numbers.

➖ Mean

Add up every value, then divide by the number of values. It uses every result, but one very high or low result can pull it away from the rest.

🎯 Median

Put the values in order and take the middle one. If there are two middle values, find the number halfway between them. One odd result has little effect on the median.

🔄 Mode

The most common value. It is useful when you want the typical result, such as the most common answer to a questionnaire.

📏 Range

Highest minus lowest. A big range means the results are spread out. A small range means they are close together.

Worked example

A student measured the longest axis of nine pebbles on a beach (in mm): 12, 15, 9, 15, 20, 11, 15, 13, 10.

Mean: 12 + 15 + 9 + 15 + 20 + 11 + 15 + 13 + 10 = 120. Then 120 ÷ 9 = 13.3 mm (to 1 decimal place).

Median: in order the values are 9, 10, 11, 12, 13, 15, 15, 15, 20. The middle (5th) value is 13 mm.

Mode: 15 mm appears three times, so the mode is 15 mm.

Range: 20 − 9 = 11 mm.

Lines of best fit

A scatter graph plots one measurement against another, such as distance downstream against river width. If the points slope upwards, there is a positive relationship: as one rises, so does the other. If they slope downwards, the relationship is negative.

A line of best fit shows the trend. Draw it with a ruler so that about the same number of points lie above and below it. It does not need to pass through every point, and it should not simply join the first and last dots. Points far from the line are exceptions, so look for a reason, such as a tributary joining the river or a measurement that was taken badly.

Stakeholders and conflict

Fieldwork often connects to real issues, such as a plan for new sea defences, a new car park by a river or a flood warning system. Stakeholders will see the same plan in very different ways. Your job is to identify each view, give the reason for it and recognise that people can feel strongly about it.

☕ Cafe owner

Likes the plan. More visitors mean more customers and money.

🌿 Wildlife group

Dislikes the plan. More people may disturb animals and damage plants.

🏡 Local resident

Worried about extra noise and traffic, but might welcome better flood protection.

To deal with a conflict, list who is affected, state what each person wants and why, then compare the views. A compromise, such as a smaller car park with a wildlife area beside it, may satisfy more people. Use questionnaires and interviews to collect views, but remember that a few opinions do not speak for everyone.

Evaluating your findings

Evaluation means reviewing your data and information to decide whether it is accurate and suitable for the purpose, or misleading and unreliable. You met accurate and reliable data in Collecting Fieldwork Data. Now ask more questions.

  • Is it suitable? Did the method measure what the enquiry needed? A weather diary kept for one day cannot show a seasonal pattern.
  • Is it enough? A tiny sample, such as five questionnaires, may not represent everyone.
  • Could it be misleading? Results taken on an unusual day, such as just after a storm, show an unusual picture. A questionnaire given only outside a cafe can leave out people who never go there. Secondary data can be old, so check the date.
  • What went wrong, and what would you change? Name a real weakness and a fix, such as repeating each reading three times and taking a mean.

Writing a conclusion

A conclusion is your final judgement. A strong one does four things.

  1. Answers the question or hypothesis directly: supported, partly supported or not supported.
  2. Uses evidence from your results, including figures.
  3. Gives a geographical reason for the pattern.
  4. Mentions limits, because weaker data makes you less certain.

Example conclusion

"My hypothesis that pebbles get smaller along the beach is partly supported. The mean size fell from 60 mm at site 1 to 20 mm at site 5, but site 4 was larger than site 3. This fits with pebbles being worn down as they move. However, I measured only 10 pebbles at each site, so I cannot be fully certain."

Common mistakes

Avoid these slips

  • Dividing by the wrong number when working out the mean. Divide by how many values there are.
  • Forgetting to put the values in order before finding the median.
  • Calling the median "the average" without saying which type.
  • Drawing a line of best fit that joins dots instead of showing the trend.
  • Writing "I enjoyed it" or "it was good" in an evaluation. Name a specific weakness.
  • Writing a conclusion with no figures from your results.

Exam-style question

A student measured river velocity (in m/s) at six sites: 0.2, 0.4, 0.3, 0.5, 0.4, 0.8. The student read the stopwatch only once at each site.

(a) Calculate the median velocity and the range. [2 marks]

(b) Suggest one way the student could make the data more reliable. [1 mark]

(c) A new car park is planned next to the river. Explain why a cafe owner and a wildlife group might disagree about it. [2 marks]

Model answer

(a) In order the values are 0.2, 0.3, 0.4, 0.4, 0.5, 0.8. The median is halfway between 0.4 and 0.4, which is 0.4 m/s (1). Range = 0.8 − 0.2 = 0.6 m/s (1).

(b) Repeat each reading several times at every site and take a mean (1).

(c) The cafe owner would want the car park because more visitors would bring more customers (1). The wildlife group might oppose it because more people and cars could disturb animals and damage the river habitat (1).

Exam tip

In part (a) the data is not in order and there are six values, so write the values in order first, then find the halfway point between the two middle ones. Show this working.

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