Capital Requirement Modeler
Calculate the required initial principal (P0) to cover expenses, pay a target monthly draw, and achieve a target principal growth rate.
Parameters
Basic Parameters
e.g., 0.20 for 20% monthly return
e.g., 0.05 for 5% monthly default
e.g., 0.95 for 95% utilization
e.g., 0.10 for 10% annual APR
e.g., 0.01 for 1% monthly fees
Expenses
Total monthly expenses
Format: Name:Amount:Frequency (d/m/q/y)
Desired owner's draw per month
Draw + Growth Parameters
e.g., 0.08 for 8% monthly growth
Simulation Parameters
Loan term in days
Select simulation time period
Capacity Constraints (Optional)
Maximum new loans per day
Maximum number of new loans per day
Average size of a single loan
Force full recalculation with server-side accuracy
Results
Required Initial Principal (P0) ⓘ
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Net Monthly Return ⓘ
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Achieved Growth ⓘ
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Monthly Profit Margin ⓘ
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Capital Efficiency ⓘ
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Capital Allocation Over Time ⓘ
Principal Over Time ⓘ
Monthly Cash Flow ⓘ
Monthly Summary ⓘ
| Month | Start Principal | End Principal | Gross Interest | Default Loss | Total Costs | Net Profit |
|---|
Scenario Explorer ⓘ
Parameter Sensitivity ⓘ
Scenario Comparison ⓘ
💡 Pro Tip: Use the sliders to explore different scenarios and see how your required initial capital changes.
🔍 Explore: Try extreme values to understand the boundaries of what's possible, even if not practical.
Understanding the Mathematics
Net Monthly Return (r_net)
The actual return after defaults, costs, and fees.
r_net = (u × r_m) - c_m - fees_m
Where c_m = (1 + c_a)^(1/12) - 1 (monthly cost of capital)
Initial Principal (P0)
The starting capital needed to cover expenses and achieve growth targets.
Feasibility
Scenarios are marked as infeasible when they require extremely high initial principal or result in very small withdrawable amounts, but calculations still proceed to show the trade-offs.