Analyse simple market‑research data and draw conclusions that can inform business decisions (Cambridge IGCSE Business Studies 0450, AO2/AO3).
Why market research matters
Identifies customers’ needs, wants and preferences.
Provides the information needed to set the right product, price, promotion and place (the 4 Ps).
Reduces the risk of launching a new product or entering a new market.
Offers a benchmark for evaluating the success of marketing activities.
Key concepts
Primary research – data collected first‑hand for a specific purpose.
Secondary research – data already published or collected for another purpose.
Qualitative research – explores attitudes, motivations and feelings (e.g., interviews, focus groups).
Quantitative research – measures opinions or behaviours numerically (e.g., surveys, questionnaires).
Primary vs. secondary research – benefits & limitations
Primary research
Secondary research
Benefits
– Fresh, specific to the business
– Greater control over data collection and questionnaire design
– Can answer very detailed, bespoke questions
Benefits
– Cheap or free (often publicly available)
– Quickly accessible
– Wide range of sources (government, trade bodies, internet)
Limitations
– Time‑consuming to design, field and analyse
– Can be expensive (especially large samples or test‑marketing)
– May require specialist skills or equipment
Limitations
– May be outdated or not specific enough for the business
– Possible bias in the original collection method
– Limited control over methodology and sample selection
Sampling – getting a representative sample
Random sampling: every member of the target market has an equal chance of being chosen – reduces sampling bias.
Convenience sampling: selects respondents who are easiest to reach – quicker but can introduce bias.
Sample size must be large enough to give reliable results but balanced against cost and time.
To avoid bias:
Use neutral wording and avoid leading questions.
Ensure the sample reflects the population’s age, gender, location, income, etc.
Types of bias that can affect market‑research data
Bias type
What it is
How to minimise it
Sampling bias
When the sample is not representative of the target market.
Use random or stratified sampling; check demographic match.
Response bias
When respondents give inaccurate answers (e.g., social‑desirability).
Academic journals and university research centres.
Presentation of research results
Tables – exact figures; useful for reference and calculations.
Bar charts – compare categories (e.g., colour preference, brand choice).
Pie charts – show parts of a whole (e.g., market‑share percentages).
Histograms – display frequency distributions for quantitative data.
Line graphs – illustrate trends over time (e.g., sales growth).
Evaluating research methods (when each is most/least suitable)
Method
Most suitable when…
Less suitable when…
Consider cost‑benefit, time, required depth of insight and the target market.
Questionnaire
Large sample needed, quantitative answers required, limited budget.
In‑depth understanding of motivations or feelings is required.
Focus group
Exploring new ideas, attitudes or feelings; small, specific target group.
Statistically reliable percentages are needed.
Observation
Studying actual behaviour (e.g., store traffic, product use).
When personal opinions or reasons behind behaviour are required.
Interview
Detailed, personal insight from key stakeholders or experts.
Very large samples are required.
Test‑marketing
Assessing real‑world response before a full launch.
When time or budget does not allow a trial phase.
Steps to analyse simple market‑research data
Check the data for completeness and accuracy – look for missing values, obvious entry errors and outliers.
Organise the data – enter into a table or spreadsheet, label columns clearly.
Calculate basic totals, percentages and averages – use formulas such as Percentage = (frequency ÷ total) × 100 or Average = Σ (midpoint × frequency) ÷ total.
Identify patterns, trends or outliers – compare categories, look for the highest/lowest values, note any unexpected results.
Interpret the findings – relate the numbers back to the original research question.
Make recommendations – link the interpretation to the 4 Ps (product, price, promotion, place) and suggest concrete business actions.
Worked example – Customer‑preference survey (T‑shirt colour)
A small retailer surveyed 120 customers about their preferred colour for a new T‑shirt. The raw responses are shown below.
Colour
Number of responses
Red
45
Blue
30
Green
20
Black
15
White
10
Data analysis (using the six‑step process)
Check data – totals add to 120; no missing values.
Organise – data already in a clear table.
Calculate percentages (Percentage = frequency ÷ total × 100):
Red: 45 ÷ 120 × 100 = 37.5 %
Blue: 30 ÷ 120 × 100 = 25.0 %
Green: 20 ÷ 120 × 100 = 16.7 %
Black: 15 ÷ 120 × 100 = 12.5 %
White: 10 ÷ 120 × 100 = 8.3 %
Identify pattern – Red is the most popular colour (over one‑third of respondents); Blue is the second‑most popular; White is the least popular.
Interpretation – The majority of customers prefer warm or bold colours (Red + Blue = 62.5 %). This suggests a strong market for “fashion‑forward” items.
Recommendations linked to the marketing mix
Product: Order larger stock of Red and Blue T‑shirts; keep a limited range of Green, Black and White.
Price: Consider a modest premium for Red if it is perceived as a trendier colour.
Promotion: Feature Red and Blue prominently in advertising, social‑media posts and in‑store displays.
Place: Ensure the popular colours are displayed at eye level and in the online “featured” section.
Suggested diagram: Bar chart showing the percentage preference for each colour.
Linking research to business decisions (the 4 Ps)
Product – design or modify features based on customer preferences and feedback.
Price – set a price that reflects perceived value, willingness to pay and competitive positioning.
Promotion – choose messages, media and timing that resonate with the target audience.
Place – decide on distribution channels and locations where the target market shops.
Practice question
A coffee shop asks 80 customers how often they visit per week. The responses are shown below. Use the steps above to calculate the average weekly visits and comment on the pattern.
Visits per week
Number of customers
0–1
20
2–3
35
4–5
15
6 or more
10
To find the average, assign a midpoint to each range (0–1 → 0.5, 2–3 → 2.5, 4–5 → 4.5, 6 or more → 6) and use the formula:
Average visits = Σ (midpoint × frequency) ÷ total customers
After calculating, discuss whether the coffee shop should:
Introduce a loyalty scheme for frequent visitors.
Adjust opening hours to match peak visitation periods.
Promote “slow‑day” offers to encourage customers in the 0–1 visit group.
Suggested diagram: Histogram of weekly‑visit frequencies.
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