Tuition Pricing Calculator
Calculate optimal daycare tuition rates based on expenses, capacity, enrollment, and profit margin targets.
About this calculator
Pricing daycare or preschool tuition means covering per-child operating cost while also building in a margin, and this calculator works through that math in two steps. First it divides Monthly Expenses across the children actually expected to be enrolled -- Licensed Capacity multiplied by Enrollment Rate (%) -- to get Cost Per Child/Month, the break-even amount you'd need to charge each enrolled child just to cover costs with no profit at all. Then it grosses that figure up by Profit Margin (%) using a markup-on-price calculation (dividing by one minus the margin, not simply adding the margin on top), so Recommended Tuition/Month is the price that leaves exactly the target Profit Margin (%) of revenue as profit once expenses are paid. Because Cost Per Child/Month is inversely related to how many children are actually enrolled, a facility running below its Licensed Capacity has a higher cost to spread across fewer children and therefore needs a higher tuition rate to hit the same margin -- which is why Break-Even Enrollment (%) matters: it's the occupancy level, expressed as a percent of Licensed Capacity, at which Monthly Expenses would exactly equal revenue at the Recommended Tuition/Month rate.
Since that recommended rate already includes a profit margin, Break-Even Enrollment (%) is generally lower than the Enrollment Rate (%) you entered whenever Profit Margin (%) is above zero -- the facility usually has room to lose some enrollment below its current level before tuition revenue stops covering costs. Because both Licensed Capacity's actual head count and the break-even head count are rounded to whole children, this relationship can invert at the edges -- a very small facility, very low occupancy, or a very thin profit margin -- where rounding a fraction of a child up or down outweighs the margin itself; don't rely on the "always lower" pattern for small facilities running near-full or near-empty. This model assumes uniform tuition across every enrolled child and a fixed expense base that doesn't change with enrollment level, which is a simplification real facilities should adjust for variable costs like staff-to-child ratios.
Inputs
Results
Recommended Tuition/Month
$1,131.22
How to Use This Calculator
- Enter total monthly operating expenses and licensed capacity.
- Set expected enrollment rate (%) and target profit margin (%).
- Review Recommended Tuition per Month, Cost per Child, Projected Annual Revenue, and Break-Even Enrollment.
- Charge Recommended Tuition/Month to hit your target margin, and use Break-Even Enrollment (%) to see how far occupancy could drop before that tuition rate stops covering Monthly Expenses.
How the result changes with Licensed Capacity
| Licensed Capacity | Recommended Tuition/Month |
|---|---|
| 15 | $2,262.45 |
| 23 | $1,470.59 |
| 45 | $773.99 |
| 75 | $459.56 |
What each input means
- Monthly Expenses ($)
- Total monthly operating expenses including rent, payroll, supplies, insurance
- Licensed Capacity
- Maximum number of children the facility can serve
- Enrollment Rate (%)
- Expected percentage of capacity filled. Industry average is 80-90%.
- Profit Margin (%)
- Target profit margin on top of costs
How this is calculated
Worked example, using the default values
- Identify Input Parameters4 parametersMonthly Expenses ($) = 25000, Licensed Capacity = 30, Enrollment Rate (%) = 85, Profit Margin (%) = 15 = 4 input(s) provided
- Calculate Recommended Tuition/MonthRecommended Tuition/Month1131.22 = $1,131.22
- Calculate Cost Per Child/MonthCost Per Child/Month961.54 = $961.54
- Calculate Projected Annual RevenueProjected Annual Revenue352941 = $352,941
Engine last updated . Checked against 2 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.
Frequently Asked Questions
Why is Recommended Tuition/Month higher than Cost Per Child/Month?
Cost Per Child/Month is the break-even amount -- what it costs to run the facility divided by enrolled children, with zero profit built in. Recommended Tuition/Month grosses that up by your target Profit Margin (%) using a markup-on-price calculation, so the gap between the two figures grows as you raise the profit margin target: a 15% margin on a $700 cost per child works out to roughly $824 in recommended tuition.
Why is Break-Even Enrollment (%) usually lower than the Enrollment Rate (%) I entered?
Break-Even Enrollment (%) is the occupancy level at which revenue at the Recommended Tuition/Month rate exactly covers Monthly Expenses -- but that recommended rate already has a profit margin baked in, so it generally generates more revenue per child than break-even requires. As long as Profit Margin (%) is above zero, the facility usually could lose some enrollment below its current Enrollment Rate (%) and still cover costs. The exception is small facilities or extreme occupancy/margin combinations, where enrolled and break-even counts both get rounded to whole children -- that rounding can occasionally push Break-Even Enrollment (%) up to or past the entered Enrollment Rate (%) even though the underlying margin math still favors the facility.
Does raising Enrollment Rate (%) lower the tuition I need to charge?
Yes -- more enrolled children means Monthly Expenses are spread across a larger base, which lowers Cost Per Child/Month and, since Recommended Tuition/Month is derived directly from it, lowers the recommended rate too. A facility running near full Licensed Capacity can charge noticeably less per child than one running well below capacity while still hitting the same Profit Margin (%) target.
How does raising my profit margin target affect Projected Annual Revenue?
Raising Profit Margin (%) increases Recommended Tuition/Month (since more margin means a larger markup on the same per-child cost), and because Projected Annual Revenue is Recommended Tuition/Month multiplied by enrolled children and twelve months, that higher tuition rate flows straight through to higher projected annual revenue, holding enrollment and expenses constant.
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