CCEA A-Level Geography 3910
Processes That Shape Fluvial Environments
Human Interaction in Fluvial Environments
Global Biomes
Small-Scale Ecosystems
The Processes That Shape Our Weather and Climate
Weather in the British Isles
Global Weather Issues
Population Data
Population Change
Population and Resources
Settlement Change and the Rural-Urban Fringe
Planning in Rural Environments
Urban Challenges in MEDC and LEDC Cities
Measuring Development
Reducing the Development Gap
Emerging Markets
Data Collection
Data Processing
Fieldwork Skills and Techniques
Planning and Recording an Investigation
Plate Tectonics: Theory, Margins and LandformsTectonics
Volcanic Activity and Its ManagementTectonics
Seismic Activity and Its ManagementTectonics
Locations and Climates of the Major Tropical BiomesTropical
Management and Sustainability in Arid and Semi-Arid Tropical EcosystemsTropical
Management and Sustainability in the Tropical Forest EnvironmentTropical
Coastal Processes and FeaturesCoastal
Regional Coastlines: Submergence, Emergence and Rising Sea LevelCoastal
Coastal Management and SustainabilityCoastal
Natural Climate Change: Evidence, Causes and the Arrival of the HoloceneClimate
Lowland Glacial LandscapesClimate
Current Global Climate Change: Human Causes and ImpactsClimate
Managing Global Climate ChangeClimate
Cultural Groups, Social Inequality and LandscapeCultural
MigrationCultural
The Geographies of CyberspaceCultural
Sustainable Development in SettlementsPlanning
Urban Design, Planning and Management for SustainabilityPlanning
Traffic and TransportPlanning
Defining EthnicityEthnic
Processes That Create and Maintain Ethnic DiversityEthnic
Ethnic ConflictEthnic
The Changing Nature of TourismTourism
Challenges and Management of Mass TourismTourism
Ecotourism: Opportunities, Challenges and RegulationTourism
Decision Making in Geography
Decision Making in Geography
Processing and presenting supplied quantitative data
- 3 things to know
- Unit A2 3
Overview
Processing supplied data actually, index numbers and pie chart good for and where does it fail.
What you need to know
Answer each one before you reveal it.
When is a rate the right way to present a supplied figure?
What are index numbers, and when would you use them on supplied data?
Questions from this subtopic
Each one with the model answer underneath.
- 1
What does processing supplied data actually mean, and why is it worth the time?
Model answer
It means doing something to the raw figures so they answer the question - converting counts to percentages or rates, calculating change, working out a cost per unit of benefit, ranking options, or summarising with an average and a measure of spread. It is worth it because processed figures compare options directly, whereas raw figures usually cannot be compared at all, and it demonstrates a skill that simply quoting a number does not.
- 2
When should you convert figures to percentages, and how do you calculate a percentage change?
Model answer
Convert when you need to compare places, groups or options of different sizes, or to express a part against a whole. Percentage change is the difference between the new and original values, divided by the original value, multiplied by 100: a rise from 250 to 320 properties at risk is (320 minus 250) divided by 250, times 100, which is a 28 per cent increase. Always state the base you have used.
- 3
When is a rate the right way to present a supplied figure?
Model answer
When the underlying populations differ in size, so a count on its own says more about size than about the issue - deaths, crimes, patients, cars or households are conventionally expressed per 1,000 people, per capita, or per household. Rates put unequal places on a common footing, which is exactly what you need when the options affect areas of different population.
- 4
Why is a ratio such as cost per property protected or cost per job created so useful when comparing options?
Model answer
Because it collapses two dimensions into one comparable figure and exposes value for money directly. A scheme costing 12 million pounds protecting 400 properties works out at 30,000 pounds per property, against 45,000 for a rival costing 9 million and protecting 200. Show the working, and then say what the ratio does not capture - the number protected may matter less than who they are and what they would lose.
- 5
How does ranking options against criteria help, and what is its weakness?
Model answer
Ranking each option on each criterion - cost, number benefiting, environmental impact, deliverability - makes the comparison systematic and shows at a glance where an option is consistently strong. Its weakness is that ranks lose magnitude, so an option beaten narrowly on every criterion looks as poor as one beaten heavily, and any weighting you apply to the criteria is a value judgement that you should state rather than hide.
- 6
What are index numbers, and when would you use them on supplied data?
Model answer
An index sets one value - usually a base year - to 100 and expresses every other value relative to it, so a figure of 118 means 18 per cent above the base. Use them to compare the trends of series measured in different units, such as house prices, visitor numbers and employment, on a single graph. Always name the base year, because the choice of base changes the picture.
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