Debt Investment Calculator
Fast, accurate and free online calculators investment in wierzytelnosci tool running directly in your browser.
-
1Enter data
Enter content, paste text or load a file from disk. -
2Click the button
The tool will immediately process your data in the browser. -
3Get the result
Copy the finished text or save the file to your device.
return "Result ready in 0.1s";
}
Receivables investment calculators
Rate this tool:
Related tools
Other tools you may find usefulReceivables investment calculators - full profitability analysis
Investing in receivables is a segment of the financial market that combines a potentially high rate of return with the risk of liquidity and insolvency of debtors. To assess the real profitability of purchasing a debt package or a single receivable, an analysis using several key indicators is necessary. The webp.pl set of calculators for investments in receivables includes tools for calculatingROI, NPV, PV, IRRand estimatingrecovery rate i net margin. Each of them works independently, but together they create a complete decision-making model for a debt investor.
Run the calculator See other financial tools
What can you calculate?
1. ROI – return on investment in receivables
Calculates the total percentage profit from the receivables portfolio in relation to the expenditure incurred. It includes both recovered receivables and service costs, court fees and remuneration of debt collection companies.
Formula:ROI = ((Recovery – Purchase cost – Debt collection costs) / (Purchase cost + Debt collection costs)) × 100%
2. NPV – net present value
Enables the assessment of the project's profitability, taking into account time and risk. It is important for investments in receivables that cash flows are often irregular and spread over time. The NPV calculator discounts each flow to indicate the current value of the investment.
3. PV – present value of a single flow
It is used to value a single repayment or recovery tranche in the future. Thanks to it, you can quickly check how much the announced payment is worth today, e.g. after 6 months.
4. IRR – internal rate of return
Determines the discount rate at which the net present value of flows (NPV) equals zero. This is the balance point of the investment. IRR shows the effective annual rate of return of the project, and its comparison with the expected profitability determines the attractiveness of the investment.
5. Recovery rate and net margin
The recovery rate shows how much of the nominal value of the portfolio has actually been recovered, while the net margin shows how much of it remains after operating costs. Both indicators are crucial for investors operating on the secondary receivables market.
How to use calculators?
- Enterpurchase cost of theportfolio of receivables (PLN),
- Enternominal value ofof the package,
- Addexpected recoveries(you can spread them over time),
- Enteroperating costsor collection costs,
- Selectdiscount rateon an annual basis,
- ClickCalculateto get ROI, NPV, IRR, PV and net margin.
The calculator automatically presents the results in the form of a table and cash flow chart, showing break-even points and cumulative profit over time.
Calculation examples
Example 1. ROI on investment in a debt portfolio
Data:Purchase cost PLN 100,000, recovery PLN 140,000, debt collection costs PLN 10,000.
ROI = ((140,000 – 100,000 – 10,000) / 110,000) × 100% = 27.27%
This means that the investment brought 27.27% of gross profit after operating costs.
Example 2. NPV for recoveries spread over time
Data:Purchase cost PLN 80,000, recovery: year 1 = PLN 30,000, year 2 = PLN 40,000, year 3 = PLN 50,000, discount rate 8%.
NPV = 30,000/(1.08) + 40,000/(1.08)² + 50,000/(1.08)³ – 80,000 = 27,778 + 34,293 + 39,689 – 80,000 = +PLN 21,760
The project is profitable - a positive NPV means that the value of the investment exceeds the cost of capital.
Example 3. IRR as the effective rate of return
Data:Purchase cost PLN 50,000, cash flows: year 1 = PLN 20,000, year 2 = PLN 25,000, year 3 = PLN 15,000.
IRR ≈ 15.2%– means that the investment generates an annual return of 15.2% with the assumed cash flows.
Example 4. Recovery rate and net margin
Data:Nominal value of the portfolio PLN 500,000, recovery PLN 250,000, cost PLN 120,000, operating costs PLN 30,000.
Recovery rate = 250,000 / 500,000 = 50%
Net margin = (250,000 – 120,000 – 30,000) / 250,000 = 40%
Interpretation table
| Indicator | Value range | Meaning |
|---|---|---|
| ROI < 0% | Capital loss | Unprofitable project |
| 0% ≤ ROI < 10% | Low return | Limited profitability |
| 10% ≤ ROI < 25% | Moderate return | Acceptable risk level |
| ROI ≥ 25% | High return | Attractive investment, requires risk control |
| IRR > r (cost of capital) | Positive NPV | Profitable investment |
| IRR < r | Negative NPV | The project does not cover the cost of financing |
FAQ – frequently asked questions
What data do you need to calculate the profitability of an investment in receivables?
Basic: portfolio purchase price, amounts recovered over time, collection costs, legal costs and discount rate.
Does the calculator take into account the risk of insolvency?
Indirectly yes - by lowering expected cash flows or increasing the discount rate, which simulates risk.
How to interpret IRR with irregular flows?
The IRR still indicates the effective annual rate of return, but it should be taken into account that the actual cash flows may change over time. In such cases, it is worth comparing IRR with NPV under realistic scenarios.
Can ROI and IRR yield different conclusions?
Yes. ROI measures the total profit in relation to cost, IRR takes into account time and flow dynamics. In debt investments, IRR tends to be more reliable.
How to include the sale of part of the portfolio in the calculator?
Add the value of sales in the appropriate year or month to the cash flow. Then the ROI and NPV will take into account the disposal transaction.
Summary
The set of webp.pl receivables investment calculators is a comprehensive tool for investors who want to quickly analyze the profitability of purchasing a debt portfolio, value a single receivable or compare various recovery scenarios. You can calculate ROI, NPV, PV, IRR and net margin in one place - you will learn not only the potential profit, but also the real risk and the investment balance point. Enter your data, clickCalculateand see what your investment looks like in numbers.