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Module 1: Foundation & Numbers
The Real Problem
Most children's activity center owners do not know their breakeven point. They operate on feel — "we're doing okay this month" — without knowing exactly how many enrolled students they need to pay every bill, including their own salary, and actually generate profit. This uncertainty creates anxiety and prevents bold growth moves.
Today's Objective
Calculate your exact breakeven enrollment number — the number of active, paying students you need to cover all fixed and variable costs. Then identify the gap between your current enrollment and breakeven, if any exists.
The Breakeven Formula
Breakeven is where total revenue equals total expenses. Above breakeven, every dollar of revenue (minus variable costs) flows to profit.
Breakeven Revenue = Fixed Costs ÷ (1 - Variable Cost %)
Then convert breakeven revenue into breakeven students:
Breakeven Students = Breakeven Revenue ÷ Average Revenue Per Student Per Month
Step 1: Calculate Your Average Revenue Per Student Per Month
From Day 1's revenue audit, compute:
Total Annual Revenue ÷ Average Number of Active Students During the Year ÷ 12 Months
Example: If you generated $240,000 in revenue with an average of 180 active students, your average revenue per student per month is $240,000 ÷ 180 ÷ 12 = $111.11.
| Metric | Your Number |
|---|---|
| Total Annual Revenue | $ |
| Average Active Students (Year) | |
| Months | 12 |
| Average Revenue Per Student / Month | $ |
Step 2: Identify Fixed Costs Per Month
From Day 2's audit, take your total annual fixed costs and divide by 12:
| Fixed Cost Category | Monthly Amount |
|---|---|
| Rent / Mortgage | $ |
| Insurance | $ |
| Software | $ |
| Utilities (Base) | $ |
| Equipment Loans | $ |
| Licenses & Permits | $ |
| Accounting / Legal | $ |
| Base Marketing | $ |
| Owner Salary | $ |
| Other Fixed | $ |
| Total Monthly Fixed Costs | $ |
Step 3: Determine Variable Cost Percentage
From Day 2, add all variable costs and divide by total revenue:
Total Variable Costs ÷ Total Revenue = Variable Cost %
If your variable costs were $96,000 and revenue was $240,000, your variable cost percentage is 40%.
Step 4: Calculate Breakeven Revenue
Monthly Breakeven Revenue = Total Monthly Fixed Costs ÷ (1 - Variable Cost %)
Example: $10,000 fixed costs ÷ (1 - 0.40) = $10,000 ÷ 0.60 = $16,666.67 per month
Annual breakeven revenue = Monthly breakeven × 12 = $200,000
Step 5: Convert to Breakeven Students
Breakeven Students = Monthly Breakeven Revenue ÷ Average Revenue Per Student Per Month
Example: $16,666.67 ÷ $111.11 = 150 students
The Gap Analysis
| Metric | Number |
|---|---|
| Breakeven Students Needed | |
| Current Active Students | |
| Gap (if below breakeven) | |
| Cushion (if above breakeven) | |
| Months of Runway (if below) |
If you are below breakeven, calculate your monthly cash burn: Monthly Fixed Costs + Variable Costs - Current Monthly Revenue = Monthly Burn. Divide your cash reserves by monthly burn to get months of runway.
The Breakeven by Program
Repeat the exercise for your top 2 programs individually. This tells you which programs are self-sustaining and which are subsidized by others.
| Program | Program Revenue | Program Fixed Costs | Program Variable Costs | Program Breakeven Students |
|---|---|---|---|---|
| Program 1 | $ | $ | $ | |
| Program 2 | $ | $ | $ |
The Insight Exercise
Answer in writing:
- How many students above breakeven do you need to generate $5,000/month in profit?
- Which program reaches its breakeven fastest (fewest students needed)?
- If you lost your largest program tomorrow, how many students would you need to replace?
- What is the fastest way to add 10 students to your enrollment?
The Daily Action Checklist
- Calculate average revenue per student per month
- Total monthly fixed costs entered
- Calculate variable cost percentage
- Compute monthly breakeven revenue
- Convert to breakeven student count
- Complete gap analysis (current vs. breakeven)
- Calculate breakeven for top 2 programs individually
- Answer the four insight questions
The Breakeven Rule
Knowing your breakeven number transforms every business decision. When you know you need 150 students to break even and you have 172, you know exactly how much cushion you have. When you know a new program needs 12 students to break even, you know whether your marketing can realistically achieve that in 90 days. Breakeven is your operational North Star.
Tomorrow
Day 4 maps your capacity — the maximum number of students you could serve if every class were full — so you can see your true growth ceiling.