Frameworks, and why we do not teach them
Ansoff matrix: what it is and what to do instead
Four growth routes in a grid: a reminder of options, which only the gap maths can rank.
Facts checked against sources onWhat is Ansoff matrix?
The Ansoff matrix sorts growth options by product and market: market penetration (existing products, existing markets), market development (existing products, new markets), product development (new products, existing markets) and diversification (new products, new markets). Risk usually rises the further you move from today's business.
Where it comes from: Published in Harvard Business Review in 1957 by the applied mathematician and strategy writer it is named after.
The idea worth keeping
Not as boxes to fill, but as questions that fall out of the maths of the goal:
- How big is the gap between where we are heading and the target?
- How much could we add by selling more of what we sell to people we already serve?
- What would new products for existing customers, or new markets for existing products, add?
- Which options fill the gap with the least risk?
Why reaching for it fails in an interview
- It is generic. Four boxes of growth routes fit any company with growth ambitions.
- It misses the driver that matters. The boxes do not say how big the gap is, so you cannot tell whether one option is enough or you need three.
- It sounds rehearsed. Naming all four quadrants sounds like a list from a course, not a plan.
What to do instead: a worked case
An online test prep company wants 50% more revenue
An online test prep company with 100 million of revenue wants 150 million in four years. How?
The tempting answer: Market penetration, market development, product development, diversification, with ideas in each box.
Pin the question
Find 50 million of extra revenue within four years, ranked by value and risk.
Write the maths of the goal
- Revenue = learners x average revenue per learner
- Today: 200,000 learners x 500 = 100 million; gap to target = 50 million
Use what you know about the business
- In education, winning a new learner costs a lot in marketing, while selling more to an existing learner who trusts you is cheap.
- Demand follows the exam calendar, so growth in one exam is capped by how many people sit it.
- Courses for a new country need local exam content and teachers, which takes time and money.
The structure that falls out of it
- More from existing learners
- Share who would buy one-to-one tutoring
- Tutoring price
- More learners for the same exam
- Exam takers we do not reach
- Share we could win
- Same courses in a new country
- Exam takers there
- Price they can pay
Hypothesis: Tutoring for existing learners is the cheapest and surest money; I expect it plus a bigger share at home to cover most of the gap.
Find the facts that decide it
- Tutoring: 20% of 200,000 learners = 40,000, at 600 each = 24 million.
- More share at home: 40,000 more learners at 500 = 20 million.
- A new country: 30,000 learners at 400 = 12 million. All three together: 24 + 20 + 12 = 56 million, above the 50 million gap.
Say so what
Fill the 50 million gap mainly from the business the company already knows: tutoring for existing learners (24 million) and more learners at home (20 million), then launch in one new country (12 million) to cover any shortfall. Corporate training, a true diversification, is not needed to hit the target. The risk is tutor supply, so start recruiting tutors now.
Why this beats Ansoff matrix: The gap maths shows how much each route must deliver, and knowing how education businesses win learners ranks the routes.
Build the acumen behind it
The worked case used two things a list cannot give you: the five moves, and knowing how this kind of business makes money. These pages teach both.
Learn it in context
See the idea behind Ansoff matrix at work in a lesson from Revenue growth and growth strategy, built from the question rather than a list.
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