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OCR A Level Business: Ansoff's matrix and Conflicts in business decision making (H431)

Study guide to Ansoff's matrix and to conflicts between decision making tools for OCR A Level Business, with two fully worked examples.

Subject
Business
Level
A LEVELS
Topic
Business objectives and strategic decisions
Updated

Aligned to OCR A Level Business (H431), Version 2.1 (January 2026), for first assessment in 2017; final assessment summer 2027. Official specification .

Syllabus page (what it covers and how it is assessed): OCR A Level Business.

Syllabus points this page covers

H431

  • 1.15 Ansoff's matrix
  • 1.16 Conflicts in business decision making

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This guide covers two pieces of content in the area of study Business objectives and strategy in the OCR A Level Business (H431) specification, Version 2.1 (January 2026): Ansoff’s matrix and Conflicts in business decision making. Both sit in the unit Business objectives and strategic decisions. It sits beside the wider Objectives and Strategic Decisions study guide, which gives a short overview, and goes deeper on these two points.

Use the revision notes for quick recall and the practice questions to test yourself. The course hub is at OCR A Level Business, the printable list is the checklist, and the free diagnostics show where to start.

What the specification asks you to do

Content You should be able to
Ansoff’s matrix Explain its nature and purpose; distinguish the quadrants; identify example strategies for each quadrant; evaluate the level of risk for a business and its stakeholders in each quadrant; recommend and justify a strategy; assess how useful the matrix is
Conflicts in business decision making Explain why one decision making tool’s result may conflict with another; evaluate decisions using quantitative and qualitative information; evaluate the likely success of a proposal; evaluate which course of action to take; evaluate the usefulness, strengths and limitations of the tools; evaluate reasons for success or failure of a business

Ansoff’s matrix

Nature and purpose

Ansoff’s matrix is a model of growth strategy. It sorts the options open to a business by asking two questions: is the product new or existing, and is the market new or existing? The purpose is to help managers see the range of growth options and compare how risky each one is. It supports strategic decisions, which are long-term and costly. It is a framework for thinking, not a calculation.

The four quadrants

Existing products New products
Existing markets Market penetration Product development
New markets Market development Diversification
  • Market penetration: sell more of the existing products to the existing market. This can mean winning customers from rivals, raising how often current customers buy, or attracting people who have not yet bought.
  • Market development: sell existing products in a new market. The new market might be a new geographical area, a new customer segment or a new use for the product.
  • Product development: sell new or improved products to the existing market, using what the business already knows about its customers.
  • Diversification: sell new products to new markets. The business has no direct experience of either side.

To tell two quadrants apart, change one thing at a time. If only the product is new, it is product development. If only the market is new, it is market development. If both are new, it is diversification. If neither is new, it is penetration. A bakery selling its loaves in another city is market development; a bakery opening a hardware shop is diversification.

A grid of existing or new products against existing or new markets for a UK clothing retailer. Market penetration is lowest risk; product development and market development carry more; diversification (new product, new market) is highest.
Ansoff's Matrix links growth options to how much is new, and so to risk.

Example strategies

Quadrant Examples of strategies
Market penetration Loyalty scheme, promotional pricing, more advertising, wider distribution, buying a rival to gain its customers
Market development Opening in another region, selling online to new areas, targeting a different age group, exporting
Product development New flavours or models, improved quality, a new service for current customers, extending a range
Diversification Moving into an unrelated industry; related diversification (a new product with some link to current skills) is less risky than unrelated

Risk for the business and for stakeholders

Risk rises as the business moves away from what it knows. Penetration is usually the lowest risk, because product and market are both familiar. Market development and product development carry medium risk, though the risk differs: market development depends on understanding unfamiliar customers, while product development depends on design and production skills and on whether existing customers will buy. Diversification is usually the highest risk, because the business faces both uncertainties together and has least experience to draw on. Higher risk can bring higher potential reward, which links to the risk and uncertainty content.

Stakeholders feel the risk differently.

  • Owners and shareholders may see profits and dividends fall if a risky strategy fails, or share value rise if it succeeds.
  • Employees may gain jobs and promotion with growth, but face redundancy if a costly diversification fails.
  • Lenders may be asked to fund the project, so they weigh the chance of repayment.
  • Suppliers gain bigger orders if growth works, and face unpaid bills if the business collapses.
  • Customers may gain new products, but quality could slip if the business is stretched.
  • Local community may gain jobs or suffer extra traffic.
A risk scale from penetration (lowest) through market or product development to diversification (highest), then a possible gain and possible harm for owners, employees, lenders, suppliers, customers and the local community.
Higher-risk growth strategies can bring gains or harms for every stakeholder.
Two by two grid of existing and new products against existing and new markets: market penetration (lowest risk), product development and market development (higher risk), diversification (highest risk).
Ansoff’s matrix ranks growth options by risk; moving into new products and new markets together is riskiest.

Recommending and justifying a strategy

A recommendation is not enough on its own. Tie the choice to the business’s objectives, its resources, the state of the market, the time available and its attitude to risk. Then weigh the other options and say why they are less suitable.

Worked example. Daskell Bakehouse has 14 shops and annual sales of £6.2m. Sales have been flat for two years, and the owner wants growth with limited borrowing. She sees four options.

Option Quadrant Cost Comment
Loyalty card and online ordering for current customers Market penetration £90,000 Uses current shops; low cost
Three shops in a neighbouring city Market development £1.2m Unfamiliar customers; borrowing needed
Ready-made meals for current customers Product development £350,000 New skills in the kitchen, same customers
Retail of kitchen equipment Diversification £900,000 New product and new customers

The three new shops cost £1.2m in total, which is £400,000 each. A recommendation: Daskell should start with penetration and add product development later. Penetration costs the least and uses the knowledge it already has, so a mistake is cheap, and it fits an owner who wants limited borrowing. Market development needs the most money and an unfamiliar customer base. Diversification adds both kinds of uncertainty, with £900,000 at risk and no experience in kitchen equipment. The judgement depends on one assumption: that there is still room to win more sales from current customers. If shops already serve nearly everyone nearby, penetration may bring little extra, and product development becomes the better first step. A small trial would test this.

Ansoff matrix with the four Daskell options and costs: penetration 90,000 pounds, product development 350,000, market development 1.2 million (400,000 per shop), diversification 900,000. The recommendation is to start with penetration then add product development.
Cost and risk both favour penetration first for Daskell.

Usefulness of the matrix

Strengths: it is simple; it shows all growth options in one place; it links risk to how far a business moves from its current position.

Limitations: it ignores the size and speed of reward; it gives no financial figures, so cannot say which option is profitable; it does not show whether the business has the resources to carry out an option; it says nothing of competitors’ reactions or of changes in the market; it has only four boxes, so mixed strategies and the line between “new” and “existing” can be blurred; and the risk ranking is only a guide, since a well-researched diversification can be safer than a rushed market development. It is most useful when combined with other tools, which leads to the second topic.

Conflicts in business decision making

Why the results of tools can conflict

A decision making tool turns information into a recommendation. The tools you meet in the specification include investment appraisal (payback period, average rate of return and net present value), decision trees, forecasts, Ansoff’s matrix, Porter’s models and financial and non-financial measures of performance. They can disagree for several reasons:

  • They measure different things. Payback measures speed of recovering the cost, ARR measures the average yearly profit as a percentage of the cost, and NPV measures the value of cash flows in today’s money.
  • They treat time differently. Payback and ARR ignore when cash arrives within the project’s life; NPV discounts later cash.
  • They rely on estimates. Forecast cash flows, probabilities and discount rates may be wrong or biased, and a small change can reverse a ranking.
  • They use different information. Quantitative tools use numbers; qualitative factors such as brand, morale, ethics and strategic fit are not captured in the figures.
  • They look at different time horizons, short-term return against long-term position.

Standard forms: payback period = time taken for cumulative net cash inflows to equal the initial cost. ARR = average annual profit divided by initial investment, as a percentage. NPV = the sum of discounted cash flows minus the initial cost.

Worked example: a conflict between tools

Truvane Cycles can spend £200,000 on one of two projects. Project A is a range of accessories for current customers. Project B is a new electric bike for a new export market. Forecast annual net cash inflows (£000):

Year 1 2 3 4 5
A 100 100 40 20 20
B 40 60 90 110 130
Measure Project A Project B
Payback 2.0 years 3.1 years
ARR 8.0% 23.0%
NPV at 10% +£29,700 +£109,400

Working for B’s payback: after three years £190,000 has come back, so £10,000 remains out of year 4’s £110,000, which is 0.09 of a year, giving 3.09 years. For ARR on B, total inflows are £430,000, profit is £230,000, the average per year is £46,000, and £46,000 divided by £200,000 is 23.0%.

Payback favours A. ARR and NPV favour B. The conflict arises because A returns cash early and then fades, while B builds slowly and earns more overall. With a 15% discount rate B’s NPV is still higher at about £66,900, against about £10,300 for A, so the ranking is not sensitive to the rate. The recommendation depends on context. If Truvane is short of cash, early payback matters. If it can wait, B offers much more value. In Ansoff terms, A is product development and B is diversification (a new bike and a new market), which the matrix rates as riskier. Truvane should test B’s forecasts, for example the export demand, before committing. Qualitative factors then decide: does Truvane have export knowledge, will staff cope, and does the project fit its aims?

Line chart of cumulative net cash (thousand pounds) over five years for two 200 thousand pound projects. A reaches zero at 2.0 years then flattens to plus 80. B reaches zero at 3.09 years, overtakes A near year 3.6 and ends at plus 230.
Project A recovers its cost sooner, but Project B ends far ahead.
Scoreboard: payback 2.0 v 3.1 years (A wins); ARR 8.0% v 23.0% (B wins); NPV at 10% plus 29,700 v plus 109,400 (B); NPV at 15% plus 10,300 v plus 66,900 (B).
Payback picks A; ARR and NPV pick B, and the NPV ranking does not change at 15%.
Cumulative cash flow columns for years 0 to 5 cross zero halfway through year 4: 36,000 short at the end of year 3 and 72,000 arriving in year 4 gives 3 years 6 months.
Payback is when cumulative cash flow reaches zero: here 3 years 6 months.
Cash flows and their present values for years 1 to 5 at 7% using the lesson discount factors; total 269,661 less 222,000 cost gives NPV +47,661.
Discounting makes later cash flows worth less; NPV compares their total with the cost.
Project costing $100k returns 20, 30, 40, 40, 30. Cumulative cash turns positive a quarter of the way into year 4: payback 3 years 3 months. Average annual profit is 12 on 100 invested: ARR 12%. Payback ignores later profit; ARR ignores timing.
Payback measures time to recover the cost; ARR measures average yearly profit as a percentage of cost.

Evaluating decisions using quantitative and qualitative information

Quantitative information (costs, forecasts, ratios, NPV, expected values) is objective in form and allows comparison, but depends on estimates. Qualitative information (reputation, ethics, staff views, fit with the mission) is harder to compare but often explains why a “good” project fails. A strong evaluation follows five steps:

  1. State each tool’s result.
  2. Explain why they differ.
  3. Test how reliable the inputs are.
  4. Bring in qualitative factors and stakeholders.
  5. Make a justified judgement on the course of action, saying what would change it.
Five numbered steps using Truvane Cycles: state each tool result, explain why they differ, test the inputs (these three quantitative), bring in qualitative factors, then make a justified judgement and say what would change it.
A strong evaluation moves from numbers to qualitative factors to a justified judgement.

Likely success, strengths and limitations of the tools

To judge the likely success of a proposal, ask whether the numbers are realistic, whether the business has the people, money and time, how it compares with other options, and how rivals and the market may react. Each tool has strengths and limits:

  • Payback: simple and stresses liquidity; ignores cash after payback and the time value of money.
  • ARR: uses all the profits and is easy to compare with a target; ignores timing.
  • NPV: accounts for time value; depends on the chosen discount rate and is harder to explain.
  • Decision trees: weigh risk using probabilities; the probabilities are often guesses and the expected value is an average that may never occur.
  • Ansoff’s matrix: broad and simple but with no figures.
Decision tree with a decision square and two chance circles: A costs 45,000 (EV 91,500, net gain 46,500), B costs 70,000 (EV 121,500, net gain 51,500) and doing nothing is 0. B has the highest net gain.
Expected value is worked from right to left, then cost is subtracted to give net gain.

Reasons for success or failure of a business

When you judge why a business succeeded or failed, link the tools to causes. Success often comes from decisions that fit the market, sound cash flow management, an effective strategy and the ability to adapt. Failure often follows over-optimistic forecasts, ignoring qualitative warnings, poor risk management, weak cash flow or entering unfamiliar markets without preparation. Say which reason mattered most.

Common errors

  • Describing the four quadrants without saying why one is riskier than another.
  • Treating the matrix as a prediction rather than a guide.
  • Giving payback, ARR and NPV results but not explaining a conflict.

Frequently asked questions

What is the difference between market development and product development? Market development sells existing products in a new market, such as a new region or customer segment. Product development sells new or improved products to the existing market.

What are the limitations of Ansoff’s matrix? It ignores the size and speed of reward, gives no financial figures to show which option is profitable, and does not show whether the business has the resources to carry out a strategy.

Why do decision making tools sometimes conflict? They measure different things, treat time differently, rely on estimates that may be wrong, use different information and look at different time horizons, so they can point to different choices.

How should qualitative factors be used in a business decision? Bring them in alongside the figures, since brand, morale, ethics and strategic fit are not captured by quantitative tools. Then make a justified judgement and say what would change it.

Official syllabus

OCR, Advanced GCE in Business (H431) specification, Version 2.1 (January 2026), for first assessment in 2017: area of study Business objectives and strategy, content points Ansoff’s matrix and Conflicts in business decision making.

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