How do you turn a geographical curiosity into a focused, answerable investigation with a testable hypothesis?
Explain the stages of a geographical investigation and how to formulate a focused geographical question, aim and testable hypothesis
A focused answer to the H2 Geography skill of designing an investigation. The route to enquiry, framing a sharp geographical question and aim, writing a testable hypothesis and null hypothesis, choosing variables, and the importance of location, scale and feasibility.
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What this dot point is asking
SEAB wants you to explain the stages of a geographical investigation and, in particular, how to turn a broad curiosity into a focused, answerable question with a testable hypothesis. The central insight is that the quality of an investigation is decided at the planning stage: a vague question yields unusable data, whereas a sharp question tied to a place, variables and a testable hypothesis makes every later stage, sampling, collection, presentation and analysis, fall into place.
The answer
The route to enquiry
A geographical investigation follows a logical sequence in which each stage feeds the next:
- Formulate a focused question, aim and hypothesis.
- Plan the data collection and sampling strategy.
- Collect primary and secondary data rigorously.
- Present the data with appropriate techniques.
- Analyse and interpret using statistics.
- Conclude by accepting or rejecting the hypothesis.
- Evaluate the reliability and limitations of the method.
Examiners reward an answer that shows this is a coherent chain, not a checklist: a poor question undermines everything downstream.
Framing a sharp geographical question
A good question is focused, answerable and geographical. It is tied to a location, an appropriate scale, and variables that can actually be measured. "Is the city hot?" is useless; "How does air temperature vary along a transect from the city centre to the rural edge?" is answerable. The aim restates this as the purpose of the investigation.
Independent and dependent variables
Most investigations examine how one variable relates to another:
- The independent variable is the one you choose or that varies in space (for example, distance downstream, or distance from the city centre).
- The dependent variable is the one you measure to see if it responds (for example, pebble size, or air temperature).
Defining these early forces clarity about what will be measured and how.
The hypothesis and the null hypothesis
A hypothesis is a precise, testable statement predicting a relationship or difference, for example: "Pebble size decreases with distance downstream." It must be specific and measurable.
The null hypothesis (often written ) states that there is no relationship or difference: "There is no relationship between pebble size and distance downstream." This matters because statistical tests actually evaluate the null: the test tells us whether the evidence is strong enough to reject it in favour of the alternative.
Stating both before collecting data keeps the test objective and stops you from inventing a pattern after the fact.
Feasibility, ethics and risk
A workable investigation also weighs feasibility (can the data be collected safely in the time available?), ethics (consent for questionnaires, no harm to people or environment), and risk (a risk assessment for fieldwork). A brilliant question that cannot be answered safely is not a good investigation.
Examples in context
Example 1. An urban heat-island transect in Singapore. A student framing the question "How does air temperature change from the dense Central Area to a vegetated suburb?" sets distance from the centre as the independent variable and temperature as the dependent variable, hypothesises that the centre is warmer, and states a null of no difference. Controlling for time of day and weather, they collect readings along a transect. The sharp, located question makes the whole design feasible and the conclusion clear.
Example 2. A coastal sediment study on an English beach. Investigating "Does pebble roundness increase along the direction of longshore drift?", the geographer sets position along the beach as the independent variable and roundness (using a roundness index) as the dependent variable, with a clear hypothesis and null. Because the variables are defined and measurable, the later Spearman's rank analysis follows naturally, illustrating how a good question structures the entire investigation.
Try this
Q1. Rewrite the weak question "Is the river big?" as a focused, testable geographical question. [2 marks]
- Cue. For example: "How does the cross-sectional area (channel width times mean depth) of the river change with distance downstream?" It specifies a place, a measurable variable and an expected relationship, making it answerable.
Q2. Identify the independent and dependent variable in an investigation of how vegetation cover changes with distance from a footpath. [2 marks]
- Cue. Independent variable: distance from the footpath. Dependent variable: percentage vegetation cover (measured with quadrats), which is expected to respond to trampling pressure near the path.
Q3. Explain why a geographer states the null hypothesis before collecting data. [3 marks]
- Cue. The null hypothesis (no relationship or difference) is what a statistical test evaluates; stating it in advance makes the test objective, prevents inventing a pattern after seeing the data, and gives a clear decision rule (reject or fail to reject the null).
Exam-style practice questions
Practice questions written in the style of SEAB exam questions on this dot point, with worked answer explainers. The year tag is the paper they imitate, not the source.
Original8 marksA student wants to investigate how the urban heat-island effect varies across a city. Outline the stages they should follow to plan a rigorous geographical investigation, from question to conclusion.Show worked answer →
Argument: a rigorous investigation moves through a logical enquiry route in which each stage shapes the next, so the design is coherent from question to conclusion.
Set out the stages: (1) formulate a focused geographical question and aim tied to a place and variables, here how air temperature varies between the city centre and the rural edge; (2) write a testable hypothesis (temperature is higher in the dense centre than the rural fringe) and its null; (3) plan data collection and sampling, choosing transect points by systematic sampling and a method (temperature readings at fixed times); (4) collect data rigorously, controlling for time of day and weather; (5) present data with suitable techniques (a transect graph or isoline map); (6) analyse using descriptive statistics and, if appropriate, a statistical test; (7) draw a conclusion that accepts or rejects the hypothesis and evaluates the method.
Evaluation: a strong answer stresses that the question must be answerable and the hypothesis testable, that variables and controls are defined early, and that conclusions refer back to the hypothesis. Markers reward the logical sequence, a testable hypothesis tied to variables, and attention to feasibility and reliability.
Original6 marksExplain the difference between a hypothesis and a null hypothesis, and why geographers state both before collecting data.Show worked answer →
Argument: stating both a hypothesis and a null hypothesis sets up an objective test that the data can decide, guarding against bias.
Explain the hypothesis: it is a specific, testable statement predicting a relationship or difference, for example that pebble size decreases with distance downstream; it must be precise and measurable.
Explain the null hypothesis: it states that there is no relationship or difference (pebble size shows no relationship with distance), and is the statement a statistical test actually evaluates; the test tells us whether the evidence is strong enough to reject the null.
Why state both first: declaring them before collecting data prevents fishing for patterns after the fact, makes the test objective, and lets a significance test give a clear decision (reject or fail to reject the null). Markers reward the contrast, the link to statistical testing, and the point about objectivity.
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