2.3 Market Research
Primary and secondary research, hypothesis testing, and the data visualizations that communicate findings.
What Market Research Is
Market research is the deliberate collection of detailed information on markets, on products, and on how customers behave, so marketing decisions rest on evidence rather than instinct. What separates research from noticing is that research is planned before the question is answered, and designed so the answer could come back the wrong way.
Everything a researcher gathers lands in one of two families. Quantitative data comes as numbers that can be measured and analyzed. It settles questions of how many, how much, and how often. Seven of nine bikes sold is quantitative. Qualitative data is descriptive rather than numerical. It arrives as words and images, and it settles why and how. A parent explaining that the signature on the inspection tag is what convinced her is qualitative. Real decisions usually need both, because the count reports what happened and the sentences explain it.
Essential knowledge: 2.3.A.1, 2.3.A.2, 2.3.A.2.i, 2.3.A.2.ii
Desirable, Feasible, Viable
A business developing a new product uses research to check three things before it commits real resources to a launch, and the exam names all three.
- A product is desirable when it creates value for customers by achieving problem solution fit, meaning it answers a problem those customers actually have. Parents have no way to separate a safe used bike from a dangerous one, and documented inspection answers precisely that.
- A product is feasible when the business can produce and deliver it inside its real limits of resources, technology, expertise, and time. An inspection costing about an hour per bike plus a checklist and a zip tie fits inside a Saturday. Feasibility is about capacity, not demand.
- A product is viable when a realistic route to profit exists for it in that market. If an inspection tag reliably earns twenty extra dollars for that hour of work, viability holds.
Research does not stop at launch. Businesses with existing products keep researching to track customers' changing needs, to find openings for innovation, and to build strategies that hold or grow market share. A ledger showing commuter demand climbing every August tells a business where to spend next month's rebuild hours.
Essential knowledge: 2.3.A.3, 2.3.A.3.i, 2.3.A.3.ii, 2.3.A.3.iii, 2.3.A.4
Secondary Source Research
Businesses learn about customers, competitors, and the wider landscape through two kinds of research. Secondary source research gathers quantitative or qualitative information that already exists, published by government agencies, commercial firms, or academic researchers. Primary source research generates new data directly from customers, and it comes next. Secondary work goes first for one blunt reason: reading data somebody else paid to collect is far cheaper than collecting your own.
Secondary sources can report the size of a market in dollars and in total customers, its trends, its segments, and the factors driving customer decisions, which together signal whether a product could be viable. They also surface the outside forces around an opportunity, the political, economic, social, technological, environmental, and legal factors from Unit 1, such as a city announcing new bike lanes or a district cutting bus routes.
Interpreting rival data is part of the job. Sweeping sixty local listings for asking price, days listed, and documented service history is secondary research done by hand, and it maps the competitive landscape in one evening: untagged commuter bikes cluster near seventy five dollars, and not one listing documents an inspection. That sizes the opportunity, and it still cannot prove what a tag is worth.
Essential knowledge: 2.3.B.1, 2.3.B.2, 2.3.B.3
Testing a Hypothesis With Primary Research
A business hypothesis states an assumption about a customer, a product, or a market in a form that evidence can support or knock down. An identical bike carrying a documented inspection tag sells for twenty dollars more, and faster, is a hypothesis. It names the variable, the effect, and the size of the effect.
Hypothesis testing then picks a method from the primary research menu, and the method follows from the kind of data the hypothesis needs.
| Method | Use it when you need |
|---|---|
| [[survey|Surveys]] | A large volume of quantitative data reflecting a whole population |
| [[focus-group|Focus groups]] and [[interview|interviews]] | Deep qualitative data from a few engaged customers, with follow up questions |
| [[experiment|Experiments]] and observations | What customers do rather than what they say, controlled or natural |
| [[ab-testing|A/B testing]] | Authentic responses to two viable alternatives in a real setting |
A hypothesis with two alternatives and a price gap between them chooses its own method. Racking seventeen comparable commuter bikes across two Saturdays, nine tagged at ninety five dollars and eight untagged at seventy five, produced seven tagged sales and three untagged ones. That is roughly seventy eight percent against roughly thirty eight percent, so the tagged rack cleared at about double the rate while charging twenty dollars more. Twelve one on one parent interviews then supplied the why: most pointed at the signature line, and several said the tag replaced a shop inspection they would otherwise have paid for.
Essential knowledge: 2.3.C.1, 2.3.C.2, 2.3.C.3, 2.3.C.4, 2.3.C.5, 2.3.C.6, 2.3.C.7
Keeping the Data Honest
Testing can return skewed data, and there are two standard ways to hold that risk down. Name both. The first is sample design: a sample has to be big enough, and filled appropriately, to stand in for the population under study. Seventeen bikes plus twelve interviews makes a small sample, and everyone interviewed was already standing at a flea market stall, so the findings describe flea market parents and may say nothing about buyers who shop only online.
The second is neutral question wording, because phrasing steers answers. Asking whether a signed inspection tag makes you feel safer plants the conclusion inside the question. Asking what, if anything, influenced your decision today lets the customer supply it.
Essential knowledge: 2.3.C.8, 2.3.C.9
Showing the Findings
Research ends in communication. A data visualization turns rows of data into a pattern, trend, or insight a decision maker can absorb quickly, and the rule for choosing one is simple: pick the chart that shows the specific relationship you mean to communicate, not the chart that looks impressive.
| Chart | Shows | Example |
|---|---|---|
| Bar chart | Comparisons between individual data points | Percent sold, tagged rack against untagged |
| Stacked bar chart | A total broken into its subcategories | Monthly sales split across three price tiers |
| Line graph | A trend over time | Customers per month climbing toward August |
| Pie chart | Part to whole relationships | Share of a market held by each seller |
The most useful chart is often the one plotting two measures against each other. Turning sixty swept listings into sixty dots, asking price on one axis and days listed on the other, exposes a dead zone. Undocumented bikes priced above about eighty five dollars sit for weeks, while cheaper ones clear steadily. Set the A/B result beside it and the insight becomes a pricing rule. This market refuses a high price without proof.
Essential knowledge: 2.3.D.1, 2.3.D.2, 2.3.D.3, 2.3.D.4, 2.3.D.5, 2.3.D.6
Worked examples
Reading an A/B test result
Convert raw A/B test counts into comparable rates and state what the test does and does not prove.
Across two Saturdays Theo racks seventeen comparable commuter bikes. Nine carry a signed inspection tag with a price of ninety five dollars. The other eight are untagged and priced at seventy five. By the close of the second Saturday, seven of the tagged bikes and three of the untagged bikes have sold. Convert the counts into rates and interpret the result against his hypothesis that a documented inspection sells a bike for twenty dollars more, and faster.
- Tagged bikes racked
- 9
- Tagged bikes sold
- 7
- Untagged bikes racked
- 8
- Untagged bikes sold
- 3
- Tagged price
- $95
- Untagged price
- $75
1. Explain why raw counts cannot be compared
Seven and three look comparable, but the two racks did not hold the same number of bikes. Nine and eight are different denominators, so the counts have to become rates before either group can be judged against the other.
2. Compute the sell through rate for the tagged rack
Seven sold out of nine racked is about seventy eight percent.
\frac{7}{9}\approx 0.78
3. Compute the sell through rate for the untagged rack
Three sold out of eight racked is about thirty eight percent.
\frac{3}{8}=0.375
4. Compare the two rates
Seventy eight percent against thirty eight percent is roughly double the sell through rate, and the tagged rack achieved it while charging twenty dollars more per bike.
\frac{0.78}{0.375}\approx 2.1
5. State the limits of what was measured
Seventeen bikes over two Saturdays at one market is a small sample drawn from one place. The evidence supports the hypothesis and does not settle it, and weather or a holiday crowd could bend a result this size.
Answer
78% tagged against 38% untagged. The tagged rack sold at about seventy eight percent against about thirty eight percent untagged, roughly double the rate at a twenty dollar higher price. The hypothesis is supported by a small sample.
Why it matters
An A/B test earns its authority from measuring behavior rather than opinion, and it loses that authority if the two groups are not otherwise comparable. Always convert to rates before comparing, and always name the sample limitation in the same breath as the result.
Revenue from each side of the test
Turn A/B test results into revenue so the marketing decision follows from money rather than from percentages.
Using the same two Saturday test, compute the revenue each rack produced and state which arrangement the business should adopt. Tagged bikes sold at ninety five dollars and untagged bikes at seventy five dollars.
- Tagged bikes sold
- 7
- Tagged price
- $95
- Untagged bikes sold
- 3
- Untagged price
- $75
1. Compute revenue from the tagged rack
Seven bikes at ninety five dollars each produce six hundred sixty five dollars.
7\times\$95=\$665
2. Compute revenue from the untagged rack
Three bikes at seventy five dollars each produce two hundred twenty five dollars.
3\times\$75=\$225
3. Find the gap
Six hundred sixty five minus two hundred twenty five is four hundred forty dollars, over the same two Saturdays, from one extra hour of inspection work per bike.
\$665-\$225=\$440
4. Convert the result into a decision
The higher price did not suppress sales, so the tagged arrangement wins on rate and on revenue at the same time. Tag every bike going forward and keep logging sales so the test never really stops.
Answer
$665 tagged against $225 untagged. The tagged rack produced six hundred sixty five dollars against two hundred twenty five dollars untagged, a gap of four hundred forty dollars.
Why it matters
Rates tell you what customers did; revenue tells you what it was worth. A research finding is only finished when it has been converted into the decision it implies, which here is a rule about every future rebuild rather than a fact about two Saturdays.
Key terms
8 common mistakes on 2.3
The wrong moves students actually make on these questions, why each one is wrong, and what to do instead. Part of the practice tier.
See what is includedEssential knowledge covered
2.3.A.1 · 2.3.A.2 · 2.3.A.2.i · 2.3.A.2.ii · 2.3.A.3 · 2.3.A.3.i · 2.3.A.3.ii · 2.3.A.3.iii · 2.3.A.4 · 2.3.B.1 · 2.3.B.2 · 2.3.B.3 · 2.3.C.1 · 2.3.C.2 · 2.3.C.3 · 2.3.C.4 · 2.3.C.5 · 2.3.C.6 · 2.3.C.7 · 2.3.C.8 · 2.3.C.9 · 2.3.D.1 · 2.3.D.2 · 2.3.D.3 · 2.3.D.4 · 2.3.D.5 · 2.3.D.6