Profit Projection Calculator Formula
Understand the math behind the profit projection calculator. Each variable explained with a worked example.
Formulas Used
Current Annual Profit
current_profit = revenue - costsProjected Revenue
projected_revenue = revenue * pow(1 + growth_rate / 100, years)Projected Costs
projected_costs = costs * pow(1 + cost_growth / 100, years)Projected Profit
projected_profit = revenue * pow(1 + growth_rate / 100, years) - costs * pow(1 + cost_growth / 100, years)Projected Profit Margin
projected_margin = revenue * pow(1 + growth_rate / 100, years) > 0 ? ((revenue * pow(1 + growth_rate / 100, years) - costs * pow(1 + cost_growth / 100, years)) / (revenue * pow(1 + growth_rate / 100, years))) * 100 : 0Variables
| Variable | Description | Default |
|---|---|---|
revenue | Current Annual Revenue(USD) | 500000 |
costs | Current Annual Costs(USD) | 400000 |
growth_rate | Annual Revenue Growth Rate(%) | 20 |
cost_growth | Annual Cost Growth Rate(%) | 10 |
years | Projection Period(years) | 5 |
How It Works
How to Project Future Profit
Formula
Projected Profit = Revenue x (1 + Revenue Growth%)^Years - Costs x (1 + Cost Growth%)^Years
This model assumes constant annual growth rates for both revenue and costs. When revenue grows faster than costs, profit margins expand. When costs grow faster, margins shrink.
Worked Example
A business with $500,000 revenue and $400,000 costs. Revenue grows at 20%/year and costs grow at 10%/year over 5 years.
revenue = 500000costs = 400000growth_rate = 20cost_growth = 10years = 5
- 01Current profit = $500,000 - $400,000 = $100,000
- 02Projected revenue = $500,000 x (1.20)^5 = $1,244,160
- 03Projected costs = $400,000 x (1.10)^5 = $644,204
- 04Projected profit = $1,244,160 - $644,204 = $599,956
- 05Projected margin = $599,956 / $1,244,160 x 100 = 48.22%
Ready to run the numbers?
Open Profit Projection Calculator