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

Condensed revision notes on Ansoff's matrix and on why decision making tools conflict, for the strategy area of OCR A Level Business.

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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Quick recall notes for Ansoff’s matrix and Conflicts in business decision making in OCR A Level Business (H431), following the Version 2.1 (January 2026) specification. For full explanations and worked examples, read the study guide. Test yourself with the practice questions, tick off topics on the checklist, find the course hub at OCR A Level Business, and find weak spots with the free diagnostics. The wider unit is in the Objectives and Strategic Decisions revision notes.

Ansoff’s matrix in one page

Nature and purpose. A model that classifies growth strategies by whether the product and the market are new or existing, so that managers can compare the options and the risk of each.

Existing products New products
Existing markets Market penetration Product development
New markets Market development Diversification

Distinguish the quadrants by changing one thing at a time.

Quadrant What is new Typical strategies Usual risk
Market penetration Nothing Promotion, price cuts, loyalty schemes, buying a rival Lowest
Market development The market New region, new customer segment, new use, export Medium
Product development The product New model, improved quality, new service for current customers Medium
Diversification Both New products in new markets; related or unrelated Highest

Why risk rises. Each step away from current products and customers adds uncertainty and usually more cost. Diversification combines both uncertainties.

Risk for stakeholders (use them in evaluation).

Stakeholder If the strategy works If it fails
Owners and shareholders Higher profit and share value Lost investment, lower dividends
Employees Jobs, promotion, training Redundancy, pay freezes
Lenders Repayment secure Default risk
Suppliers Larger orders Late or unpaid bills
Customers New products or better service Weaker quality, higher prices
Local community Jobs, spending Closures, traffic, unemployment

Method: recommend and justify a strategy

  1. Identify the objective (growth, profit, market share, survival).
  2. Place each option in its quadrant.
  3. Judge risk and cost for the business and its stakeholders.
  4. Check resources, skills, market conditions and timing.
  5. Choose one, give the reason, and say why the others are weaker.
  6. State what would change your mind.

Usefulness of the matrix

Strengths Limitations
Simple and clear No financial figures
Shows every growth option Ignores the size of reward
Links strategy to risk Ignores resources and competitors’ reactions
Starts a discussion Real strategies may mix quadrants

Verdict: useful as a first screen, weak as the only basis for a decision. Pair it with numbers and qualitative judgement.

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.
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.
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.
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.

Conflicts in business decision making

Why one tool’s result can conflict with another’s.

  • They measure different things (speed, average profit, value of cash).
  • They treat time differently (payback and ARR do not discount; NPV does).
  • They depend on estimates that may be wrong or biased.
  • Quantitative tools leave out qualitative factors.
  • They cover different time horizons.

Standard forms of the investment appraisal tools

These are standard forms. The specification names the methods; check your textbook for the layout your teacher prefers.

Tool Standard form Strength Limitation
Payback period Time for cumulative net cash inflows to equal the initial cost Simple; shows risk and liquidity Ignores cash after payback and timing
ARR Average annual profit divided by initial cost, as a percentage Uses the whole project; easy to compare with a target Ignores timing of cash
NPV Sum of discounted cash inflows minus the initial cost Uses time value of money Needs a discount rate; harder to explain
Expected value (decision tree) Sum of probability multiplied by outcome, less the cost Weighs risk Probabilities are estimates; the average may never happen
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.
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.

Small worked reminder

Elmbright Garden Centres is weighing a plant subscription box. It would cost £60,000 and bring net cash inflows of £20,000, £25,000 and £30,000 in years 1 to 3.

  • Payback: £45,000 returns in two years, and £15,000 of year 3’s £30,000 is needed, so 2.5 years.
  • ARR: total inflows £75,000, profit £15,000, average £5,000 per year, which is 5,000 divided by 60,000 = 8.3%.

If the target payback is 3 years, the project passes. If the target ARR is 10%, it fails. That is a conflict inside the numbers. A separate decision tree gives a 0.7 chance of a £180,000 payoff and a 0.3 chance of a £40,000 loss, so expected value is 0.7 × 180,000 minus 0.3 × 40,000 = £114,000. Qualitative points then decide: is the brand a fit, can the delivery team cope, and what do gardeners think?

Method: evaluate a conflict

  1. State what each tool says.
  2. Explain why they differ (different measures, timing, assumptions).
  3. Test the reliability of the data and the sensitivity of the result.
  4. Add qualitative factors and stakeholders’ views.
  5. Judge which course of action is best and what would change it.

Evaluating decisions and likely success

  • Is the proposal consistent with the aims and objectives?
  • Are the forecasts realistic and who made them (possible bias)?
  • Does the business have the money, skills and time?
  • How will rivals, customers and the economy respond?
  • What is the opportunity cost?
  • What do the main stakeholders gain or lose?
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.

Strengths and limitations of the tools (summary)

  • Quantitative tools: objective in form, comparable, but depend on estimates and miss qualitative factors.
  • Qualitative information: captures reputation, morale and ethics, but is subjective and hard to compare.
  • Ansoff: a framework for risk, not for return.
  • Decision trees: weigh probability, but the inputs are guesses.
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

Success Failure
Strategy fits market and resources Over-optimistic forecasts
Sound cash flow Weak cash flow
Decisions tested with several tools Reliance on one tool or on intuition alone
Risks managed and plans reviewed Ignored warnings or poor risk management
Ability to adapt to change Entering unfamiliar markets unprepared

Model paragraph for a conflict question

Use a chain: point, evidence, reason, consequence, judgement. For example: “Payback favours the accessories project because it returns the cash in two years (evidence). NPV favours the export bike because its later cash flows are larger even after discounting (evidence). The tools conflict because payback ignores what happens after the cost is recovered, while NPV values the whole project (reason). If the business is short of cash, the quicker payback may matter more, but if it can wait, the higher NPV is stronger (consequence). On balance I would back the export bike, provided the demand forecast is tested first (judgement).”

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.

Which tool for which question

If the question asks about Lead with Then add
Growth options and their risk Ansoff’s matrix Cost, resources, stakeholders
Speed of recovering cash Payback NPV for total value
Value of a project over its life NPV ARR and qualitative fit
A choice under uncertain outcomes Decision tree expected value The reliability of the probabilities
Whether a business is succeeding Financial and non-financial measures Stakeholders’ views

Must-know distinctions

  • Market development (new market, same product) against product development (new product, same market).
  • Related diversification against unrelated diversification.
  • Quantitative against qualitative information.
  • Quantifiable risk against unquantifiable risk.
  • Payback (speed) against NPV (value).

Quick self-test

  1. Name the Ansoff quadrant for an existing product in a new market.
  2. Which quadrant is usually the riskiest, and why?
  3. State two examples of market penetration strategies.
  4. Give one stakeholder who loses if a diversification fails, and how.
  5. Give two limitations of Ansoff’s matrix.
  6. A project costs £80,000 and returns £30,000 a year for four years. Calculate the payback period.
  7. For the same project, calculate the ARR.
  8. A decision tree option costs £150,000. It has a 0.4 chance of a £500,000 payoff and a 0.6 chance of £100,000. Calculate the net expected value.
  9. Give two reasons why payback and NPV may rank projects differently.
  10. Why might a project with a positive NPV still be rejected?

Answers

  1. Market development.
  2. Diversification, because both the product and the market are unfamiliar, so uncertainties combine.
  3. For example, a loyalty scheme and more advertising (or price promotions, or buying a rival).
  4. For example, employees may lose their jobs, or lenders may not be repaid.
  5. For example, it gives no financial figures and ignores the size of the reward, resources and competitors’ reactions.
  6. 80,000 divided by 30,000 = 2.67 years, about 2 years 8 months.
  7. Total inflows £120,000, profit £40,000, average £10,000 a year; 10,000 divided by 80,000 = 12.5%.
  8. Expected value is 0.4 × 500,000 + 0.6 × 100,000 = £260,000; minus the cost of £150,000 gives £110,000.
  9. Payback ignores cash after the payback point and does not discount; NPV values all cash flows in today’s money.
  10. For example, a poor fit with the mission, damage to reputation, lack of skills, an unreliable forecast, or better uses of the money.
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%.
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.

Where marks are usually lost

  • Naming the quadrants without applying them to the business in the case.
  • Saying diversification is risky with no reason.
  • Describing a stakeholder effect with no link to the strategy.
  • Giving a recommendation with no reason for rejecting the other options.
  • Calculating payback, ARR or NPV but not interpreting the result against a target.
  • Treating a conflict between tools as a mistake instead of explaining the cause.
  • Ignoring qualitative factors, or treating them as an afterthought.
  • Concluding with a list of points and no judgement.

Frequently asked questions

Why is diversification the riskiest Ansoff strategy? Diversification means selling new products in new markets, so the business has no direct experience of either side. Risk rises the further a business moves from the products and markets it knows.

Is a conflict between payback, ARR and NPV a mistake? No. The tools measure different things and treat time differently, so they can rank projects differently. Explain the cause of the conflict rather than treating it as an error.

Should you compare investment appraisal results with a target? Yes. Calculating payback, ARR or NPV without comparing the result with the business’s target, such as a maximum payback period, leaves the figure uninterpreted.

What are the limitations of decision trees? The probabilities are often guesses, and the expected value is an average that may never actually occur.

Official syllabus

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

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