Why retention economics differ in IT project business
6 minIn project business, revenue stops at unless something is designed to continue it.
In plain words
A project pays you while you build it. The day the customer signs it off (go-live), the invoices stop. If nothing is planned for after that, the customer drifts away and the money goes with them. Retention means planning what comes after go-live before you get there.
Why it matters
At TechSolutions, 70% of customers buy once and never come back. Keeping even a few more of them is worth a lot, because a customer who stays keeps paying year after year.
How to read the picture below
The bars show one project's revenue: high during delivery, then zero after go-live. Drag the slider for r, the share of customers who stay each year, and watch (what one customer is worth over time). Moving r from 0.80 to 0.85 already adds about 27%: a small change in who stays makes a big change in value.
Revenue cliff
m = yearly margin €30,000 · i = discount rate 10% (Case assumption). Drag r, the retention rate (the share of customers who stay each year). Not graded.
CLV = m · r / (1 + i − r)
€80,000
reference point: r = 0.80
What this showsThis is the reference point (r = 0.80, CLV = €80,000). Drag the slider left or right to see how much a small change in retention rate moves this figure.
- Project business sells outcomes once: fixed scope, , acceptance (), then revenue drops unless a exists. Case company TechSolutions GmbH: 70% of customers are .
- The classic argument: Reichheld & Sasser (1990) report that cutting by 5% raised profits by 85% in one bank's branch system, 50% in an insurance brokerage, 30% in an auto-service chain; MBNA halved a 10% defection rate and profits rose 125%.
- Simple (CLV) model, Gupta & Lehmann (2003):
CLV = m · r / (1 + i − r)(constant m, r, i, infinite horizon). In plain words: the total profit one customer brings you, from the yearly profit m, how many customers stay each year (r), and how much later money is worth less (i). At r = 0.80, CLV = €80,000; at r = 0.85, €102,000 (+27.5%).
Read it carefully
The popular slogan “+5% retention = +25–95% profit” is a distortion of those company-specific figures from consumer-service industries, and the calculation was later disputed (Carroll & Reichheld 1992). Treat it as direction, not as a forecast for your firm.
How to decide when this comes up in the task
- A project ends its revenue at acceptance (). Retention has to be designed in; it does not happen by default.
- Treat the “+5% retention = +25–95% profit” slogan as direction, never as a forecast for your firm.