Short answer: 68 students. That is the median monthly break-even point across Algorithmics franchise centres that report full monthly cost data. By region it ranges from 60 students in Latin America to 99 in Central and Eastern Europe.
Most people evaluating a children's coding franchise ask about the investment first. The more useful number is the second one: how many enrolled students it takes for the centre to cover its own monthly costs. That number decides how long you fund the business from your pocket, and it is the number this article answers with real operating data.
Break-even is the monthly operating point where revenue from enrolled students covers the recurring cost base of the centre. The cost base has three items:
Revenue is counted after the 12% royalty, so every figure below already has it included. The calculation is the monthly fixed base divided by monthly revenue per student after royalty.
This is monthly operating break-even. It does not include the one-off franchise fee, fit-out capital expenditure, or the time it takes a new centre to fill. Those are covered separately in the franchise kit. What you have here is a planning benchmark from centres that are already trading, not a projection of any individual result.
| Region | Price per lesson | Break-even |
|---|---|---|
| Latin America | $15 | 60 students |
| Southeast Asia | $16 | 69 students |
| MENA | $13 | 72 students |
| Western Europe | $20 | 74 students |
| Central and Eastern Europe | $17 | 99 students |
Monthly medians in USD. Break-even is calculated on revenue net of the 12% royalty.
Western Europe carries one of the heaviest cost bases in the network and still breaks even at 74 students, because average revenue per student is the highest of any region.
| Enrolled students | Share of centres running a positive margin |
|---|---|
| 51 to 75 | 52% |
| 76 to 100 | 70% |
| 150 and above | 80% |
Above 150 students, four out of five centres in the sample run profitably. The strongest centres in the sample hold operating margins above 40%.
Across the sample, rent shows almost no correlation with student numbers. It does not grow when you grow and it does not shrink when enrolment dips. Every extra $500 of monthly rent adds roughly 10 students to your break-even point. Median rent runs from around $500 in Colombia to around $1,700 in Southeast Asia.
Median students per group range from 4.1 in Latin America to 7.0 in Central and Eastern Europe. A teacher costs the same for a group of four and a group of seven, so fill rate converts straight into margin without touching any other line.
From $13 in MENA to $20 in Western Europe, where the top quartile of centres charges $27 and above. Higher-priced markets carry higher costs, but they break even at fewer students.
Payroll behaves differently from the other three. It holds between 42% and 52% of revenue at every scale in the sample, from the smallest centres to those above 150 students. It scales with the business rather than sitting on top of it.
The same model produces a different number depending on what you bring to it. This is the part most franchise comparisons leave out.
You likely already hold the premises. Taking rent out of the fixed base lowers the break-even point by 18 to 20 students in every region we measured. In Latin America that moves it from 60 students to 42. This is the single largest structural advantage available to an incoming partner.
Your edge is the cost of a lead. Marketing runs at a median of $500 per month across the sample. Halving it lowers break-even by 5 to 6 students, which is less than most agency owners expect. The bigger prize is conversion: median lead-to-enrolment rates across the network leave real room for an operator who does this professionally.
Break-even is a pipeline problem you already know how to solve. Payroll and rent are set on day one and barely move afterwards. The variable you control is enrolment velocity, and that is the discipline you are bringing with you.
The curriculum and the platform are the part you will find easiest to judge, and they are supplied ready to run. The levers that actually move the numbers are commercial ones: lease terms, group fill and enrolment. They are learnable quickly, and the partner support team walks new centres through all three.
You already run this arithmetic. The comparable figure is a monthly fixed operating base of $2,700 to $4,800 depending on region, against $46 to $69 of revenue per enrolled student per month, after a 12% royalty.
How many students does a coding school franchise need to break even?
A median of 68 students per month, based on Algorithmics centres that report full monthly cost data. By region the range runs from 60 students in Latin America to 99 in Central and Eastern Europe.
Does the break-even point depend on the country?
Yes, but less than cost differences alone would suggest. Higher-cost markets also carry higher lesson prices, which partly offsets the gap. Latin America breaks even at 60 students, Western Europe at 74.
What has the biggest effect on break-even?
Rent, because it is entirely fixed and does not move with enrolment. Each additional $500 of monthly rent adds roughly 10 students to the break-even point.
Do I need a teaching or technical background?
No. Nothing in this data links technical background to operating performance. Curriculum, teacher training and methodology are supplied by Algorithmics. What drives the numbers is lease terms, group fill and enrolment.
Can I run a centre alongside an existing business?
Owners of existing education centres have the strongest starting position in this data, because premises already held take rent out of the cost base and lower the break-even point by 18 to 20 students.
If you want this model run on a specific city, the Algorithmics franchise team will build it with local rent, salary and price inputs, and add what the franchise fee and fit-out contribute on top. That takes one conversation and no paperwork.
Last updated: July 2026