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Market Research ROI: Break-Even Worksheet with Rupee Examples

Many formulas for return on investment (ROI) in research start with the benefits, a number nobody has before a study runs. Those formulas rest on a guessed benefit, which is hard to defend to a finance team. A better question can be answered today. How much of the launch risk does this study have to remove just to pay for itself? That needs four numbers you already have or can defend: what the study costs, what you could lose, how likely the launch is to fail, and the share of that risk you expect the study to remove. The worksheet below works that out. It includes a worked example and tables showing how fast the answer moves when your assumptions change. It cannot tell you what return a study will deliver, because nobody can know that in advance. It tells you what you would have to believe for the study to be worth its price, and that is the part a chief financial officer (CFO) or a founder can argue with.

₹

The all-in figure: fieldwork, recruitment, participant incentives, moderation, Goods and Services Tax (GST), internal time and the cost of any delay

₹

What you would lose if the launch fails, net of anything you could salvage

Your honest probability that the launch fails without the study, using a written definition of "failure"

The proportion of that failure risk you expect the study to take out, after allowing for findings being ignored

Break-even risk share, r*

0.2%

Expected loss without the study
₹20,00,000
Expected loss avoided
₹5,00,000
Net expected value
₹1,00,000
ROI
0.3%
Break-even launch size, L*
₹40,00,000

Assumptions

  • Every default is an example to overwrite.
  • Failure is defined in writing against your own plan, such as "below 60% of year-one volume target".
  • r already allows for findings being ignored or arriving after the decision window has closed.
  • If the findings need extra spend to act on them, add it to S.

By Jitendra Kumar Nirala, Founder · Updated 4 Nov 2026

In brief

Divide the study cost S by the expected loss without the study (launch money at stake L × failure chance p). The result, r*, is the share of launch risk the study must remove to pay for itself.

Worked example at the defaults

With Study cost (S) at ₹4,00,000, Launch money at stake (L) at ₹50,00,000, Failure chance today (p) at 40%, Risk share the study removes (r) at 25%:

Expected loss without the study
₹20,00,000
Expected loss avoided
₹5,00,000
Net expected value
₹1,00,000
ROI
0.3%
Break-even risk share, r*
0.2%
Break-even launch size, L*
₹40,00,000

This is our model. It applies expected-value logic, which is the basis of the value of information in decision theory. Quirk's defines research ROI as the net margin attributable to the research, less the research cost and any extra marketing or operations spend needed to act on it, divided by that total investment (Hagins, Quirk's, 1 May 2010). Our worksheet is a simplified version: it divides by study cost S only, so add any extra spend needed to act on the findings to S if the findings need it.

Key takeaways

  • The useful number is break-even risk reduction, r*, the share of launch risk a study must remove to pay for itself. If your honest estimate of the risk it removes is above r*, the study pays for itself in expected terms.
  • Write your failure chance and your expected risk reduction down before fieldwork. A figure fitted after the results are in will not survive a CFO's questions.
  • If r* comes out above 100%, no study at that price can pay back, however good it is. Shrink the study or question the launch size.
  • Our calculation shows expected value, not a forecast. It cannot prove a return after the fact, because research gives direction and the business still has to act on it.

How do you calculate market research ROI as a break-even?

Enter four inputs, all in rupees or percentages, and every default below is an example to overwrite.

If you want ROI in the usual form, divide the net expected value by the study cost: (L × p × r − S) ÷ S. In the example that is ₹1,00,000 ÷ ₹4,00,000 = 25%. It also equals r ÷ r* − 1, so ROI is simply how far your estimate of r sits above the break-even.

Result
Expected loss without the study
Formula
L × p
Example
₹20,00,000
Result
Expected loss avoided
Formula
L × p × r
Example
₹5,00,000
Result
Net expected value
Formula
(L × p × r) − S
Example
₹1,00,000
Result
Break-even risk share, r*
Formula
S ÷ (L × p)
Example
20%
Result
Break-even launch size, L*
Formula
S ÷ (p × r)
Example
₹40,00,000

What does a worked market research ROI example look like in rupees?

Take a food brand planning a ₹50,00,000 launch. It rates its chance of failure at 40% and gets a quote of ₹4,00,000 for a qualitative study.

  1. Expected loss without the study: ₹50,00,000 × 40% = ₹20,00,000.
  2. The team believes the study will remove a quarter of that risk, so r = 25%. That is 10 percentage points: the failure chance falls from 40% to 30%.
  3. Expected loss avoided: ₹20,00,000 × 25% = ₹5,00,000.
  4. Net expected value: ₹5,00,000 − ₹4,00,000 = ₹1,00,000, so ROI is 25%.
  5. Break-even: ₹4,00,000 ÷ ₹20,00,000 = 20%. The study needs to remove at least a fifth of the risk to cover itself.
  6. Break-even launch size: ₹4,00,000 ÷ (40% × 25%) = ₹40,00,000. Below that launch size, the same study at the same belief does not pay.

The margin is thin. If the team's honest estimate were r = 15%, loss avoided would be ₹3,00,000 and the net would be −₹1,00,000. That is the point of the worksheet: it shows which assumption the decision hangs on.

How much risk does a study have to remove to pay for itself?

A study has to remove r* = S ÷ (L × p) of the launch risk to pay for itself. Both tables below are our own arithmetic, using the formula above with the example launch and the stated changes.

Changing the failure chance (S fixed at ₹4,00,000, L at ₹50,00,000):

Failure chance pL × pBreak-even r*
20%₹10,00,00040%
40%₹20,00,00020%
60%₹30,00,00013.3%

A study that is cheap relative to what is at stake clears the bar easily. An expensive study on a launch you are already confident in does not. In decision theory, the most any information can be worth is the expected value of perfect information, which is the expected loss from deciding without it (Howard, "Information Value Theory", 1966). In this worksheet that ceiling is L × p. When S is above L × p, r* is above 100% and nothing you buy at that price can pay for itself.

Study cost S
₹2,00,000
Break-even r*
10%
Study cost S
₹4,00,000
Break-even r*
20%
Study cost S
₹8,00,000
Break-even r*
40%
Study cost S
₹12,00,000
Break-even r*
60%
Changing the study cost (L × p fixed at ₹20,00,000)

How do you read break-even risk reduction (r*) against your own estimate?

Read break-even by comparing r with r*, then stress-testing r. If r is comfortably above r*, the study is justified on money alone. If it is close, the decision rests on a guess, and you should say so.

Our recommendation, in order:

  • Stress-test p. Lower your failure chance by 10 points and recompute r*. In the example, p = 30% gives L × p = ₹15,00,000 and r* = 26.7%, which is above the 25% you hoped for. If a small change in p flips the verdict, the study is a judgement call, not a certainty.
  • Treat r above about half as a warning. Believing a study will remove more than half of a launch's risk is rarely credible. Shrink the study, or look at whether the launch is too large for the evidence you have.
  • Set r to zero if no result could change the decision. If you will launch whatever the findings say, the study has no expected value in this model.
  • Use L* for small launches. If your launch money at stake is below L*, a cheaper design may fit better. Our pages on sample size in qualitative research and market research for startups show how far a study can be trimmed.

Why do most market research ROI calculations fall apart?

They fall apart on attribution, on implementation and on the meaning of "failure". Each of these is an input in the worksheet, which is why it asks for them up front.

Attribution. A return counts only if something happened because of the research that would not have happened otherwise, and the financial value of that difference can be stated (Quirk's). A launch that succeeds does not prove the study mattered. Break-even sidesteps this before the study, by asking what difference you need it to make.

Implementation. A study gives direction, and the business must act on it. Findings can be ignored or arrive after the decision window has closed. Build that into r: if you think there is a one-in-three chance the findings are set aside, your r is two-thirds of what the study could deliver.

What "failure" means. Published launch figures cannot stand in for your p. NielsenIQ (NIQ), the retail measurement company, covers more than 60,000 new SKUs (stock-keeping units, meaning individual product variants) launched in Europe, mostly between 2011 and 2013. It found that 55% reached 26 weeks and 24% reached a full year (NIQ, 23 June 2015). That is European data more than a decade old, not an Indian figure and not your plan. Define failure against your own plan, such as "below 60% of year-one volume target", and set p from that.

A clear market research brief helps here, because it forces you to write down the decision, the options and what would change your mind. Pre-testing a single idea is a narrower case, covered in concept testing.

What goes into the study cost, and how do we quote it?

The study cost is the sum of fieldwork, recruitment, participant incentives, moderation, GST, internal time and any cost of delay, and a quote should itemise each line. For a line-by-line check of what a quote should itemise, use our focus group cost quote checker.

At Qualfacto we recruit participants for qualitative research in India and can also supply moderators, depending on the project, across formats including in-depth interviews, focus groups, digital diary studies, ethnography, usability and app testing, online bulletin boards, shop-alongs and product testing. Recruitment can be by city, in languages other than English, with identity checks before invitation. Deliverables depend on the scope you agree.

We have no fixed rate card. We price each project from its brief, and the main drivers are the method, the audience and participant profile, sample size, geography, recruitment difficulty and overall scope. After we review a brief for feasibility, we send a tailored proposal and quote, and we offer a free pilot.

That quote is your S. Our page on how to choose a qualitative research agency in India covers the choice. If you want to take part in studies instead, register as a research participant, where invitations depend on each study's requirements and your profile.

Email your brief to support@qualfacto.io and ask for the free pilot. We reply during business hours, Monday to Friday, 10:00 AM to 6:00 PM Indian Standard Time (IST), and aim to respond within one business day.

Keep reading

Frequently asked

Estimate the loss the study will avoid, then compare it with the study cost: ROI = (L × p × r − S) ÷ S. L is the launch money at stake, p the failure chance, r the share of that risk the study removes, and S the all-in study cost. Add any extra spend needed to act on the findings to S. The result is an expected value, not a proven outcome.

There is no benchmark that applies across launches, so judge it by break-even instead. A good result is one where your honest r clears r* and still does so if you cut p by 10 points. If a small change in p flips the verdict, treat the study as a judgement call and say so.

Compare what you decided with what you would have done without the study, and count only the difference the findings caused. Then set the money outcome against the p you wrote down before fieldwork. If you did not write p down, treat any after-the-fact ROI figure as an illustration, not evidence.

It can be, but check L*, the launch size at which the study breaks even: S ÷ (p × r). A launch below L* needs a cheaper study design, or a belief that the study will remove more risk. Our pages on sample size in qualitative research and market research for startups show how far a study can be trimmed.

Sources

  1. 1.Determining the return on research can be tricky but is worthwhile, Quirk's Media, 1 May 2010
  2. 2.Looking to achieve new product success?, NielsenIQ, 23 June 2015
  3. 3.Information Value Theory, IEEE Transactions on Systems Science and Cybernetics, 1966

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