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Loan Payment Calculator
Estimate monthly payment, total paid, and total interest for an amortizing loan at a fixed rate.
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The Personal Loan Calculator estimates a fixed monthly payment and a fee-adjusted borrowing-cost view from loan amount, interest rate, term years and months, start date, origination fee, origination fee type, fee handling, and optional monthly insurance. It reports payment, cash received after fees, total borrower outflows, an internal effective APR estimate, and the payoff month.
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Use this calculator when a personal-loan scenario needs more than the three-input Loan Payment Calculator: origination fees, optional insurance, net amount received, total cost, and an APR-style estimate from cash flows. Use lender disclosures and official documents for legal APR, finance charges, approval, credit-score pricing, credit insurance, late fees, prepayment terms, debt-consolidation suitability, or product-specific loan terms.
The app rounds the payment count with termYears * 12 + termMonths, converts the entered Interest rate to a monthly decimal rate with annualRate / 100 / 12, then uses the fixed-payment formula PMT = P * m / (1 - (1 + m)^-n). If the monthly rate is 0, payment equals loanAmount / paymentCount. Origination fee amount is either loanAmount * originationFee / 100 when originationFeeType is percent, or the flat fee amount. Net proceeds equal max(0, loanAmount - originationFeeAmount). Monthly cost with insurance equals monthly payment plus monthlyInsurance. Total payments equal monthly payment times payment count, total interest equals total payments minus loan amount, total cost equals total payments plus origination fee plus monthlyInsurance times payment count, effective APR is solved from net proceeds versus monthly cost with insurance, and payoff date adds payment count months to the start month and year.
This formula page covers the app's Personal Loan Calculator: a fixed-rate amortizing personal-loan estimate with term years and months, start date, origination fee, optional monthly insurance, net proceeds, total borrower outflows, effective APR, and payoff month. It does not model lender approval, credit score pricing, variable rates, late fees, prepayment penalties, refinancing, debt-consolidation suitability, legal disclosures, or product-specific credit terms.
N = round(12Y + M); m = R / 100 / 12; PMT = P * m / (1 - (1 + m)^-N); zero rate: PMT = P / N; F = percent ? P * f : f; NP = max(0, P - F); MIC = PMT + I; TP = PMT * N; TI = TP - P; TC = TP + F + I * N; APR_est solves PV(MIC, N, a_m) = NP, then APR_est = a_m * 12 * 100
The calculator solves the level monthly payment, subtracts the entered origination fee from modeled cash received, adds optional monthly insurance to the monthly cost used in the APR-style solve, and annualizes the solved monthly rate as an internal effective APR estimate.| Symbol | Meaning | How this page uses it |
|---|---|---|
| P | Loan amount | The Loan amount input. The payment formula amortizes this principal before any lender-specific adjustments. |
| Y | Term years | The Loan term years input. |
| M | Term months | The Loan term months input, from 0 to 11. |
| N | Payment count | The rounded number of monthly payments: term years times 12 plus term months. |
| R | Interest rate percent | The Interest rate field. The payment formula converts it to a decimal monthly rate; it is not automatically a lender APR. |
| m | Monthly note-rate assumption | The entered annual interest rate divided by 100 and then by 12. |
| PMT | Monthly payment | The level monthly loan payment before optional monthly insurance. |
| f | Entered origination fee | The fee input, interpreted either as a percent of loan amount or as a flat amount. |
| F | Origination fee amount | The calculated fee amount in currency. |
| NP | Net amount received | Loan amount minus the origination fee, floored at 0. The app uses this cash-position value whether the fee is marked deducted or paid upfront. |
| I | Monthly insurance | The optional Insurance per month input. It is added to monthly cost and total cost, but the app does not decide whether a real product requires or prices insurance. |
| MIC | Monthly cost with insurance | Monthly payment plus optional monthly insurance. |
| TP | Total of loan payments | Monthly payment multiplied by payment count. |
| TI | Total interest | Total of loan payments minus the original loan amount. |
| TC | Total cost | This app's total borrower outflow estimate: total payments plus origination fee plus monthly insurance across all payments. |
| APR_est | Effective APR estimate | The annualized monthly rate solved from net amount received versus monthly cost with insurance. It is an internal estimate, not an official Truth in Lending APR disclosure. |
The default fixture uses a $20,000 loan, a 5 percent interest rate, a 3-year term, and a 3 percent origination fee deducted from proceeds. A second validation fixture shows why a 0 percent note rate can still produce a nonzero effective APR estimate when fees and insurance are included.
The examples show why payment, cash received, total borrower outflows, and APR-style estimates can move differently. They are still mechanical estimates from entered assumptions, not lender quotes, approval decisions, or legal disclosures.
Geographic scope: works globally. The math is currency-agnostic, so enter amounts in your own currency; local taxes, fees, and product rules are not included.
Origination fees. The default example deducts a 3 percent fee from a $20,000 loan, so net proceeds are $19,400 while payments are computed on the full $20,000. The calculator supports percent or fixed fees, deducted from proceeds or added to the balance - each combination changes net cash, payment, and the effective APR differently, and the outputs show all three so the fee's real cost is explicit.
It solves the annualized rate that equates your actual scheduled outflows with the net cash you actually received - so the origination fee and any monthly insurance premium push it above the note rate. That makes it the right single number for comparing offers with different fee structures. It is an internal estimate, though, not a lender's regulated APR disclosure, which follows specific legal computation rules.
Yes - enter the start month and year and the calculator reports the payoff date alongside the payment. Terms are entered as years plus months, so a 42-month loan is years 3, months 6. The schedule assumes every payment posts on time with no extra payments; to model paying a loan down faster, the Amortization Calculator adds extra monthly, yearly, and one-time payment fields.
This calculator is an original personal-loan model layering percent or fixed origination fees (deducted or financed), optional monthly insurance, net proceeds, payoff dating, and an effective-APR cash-flow solve onto fixed-rate amortization, validated by deterministic fixtures. It is not copied from a single source.
Fixtures pin each fee-treatment combination and the effective-APR solve against net proceeds. The result remains an educational estimate, not a lender offer or a regulated APR disclosure.
Formula version 2026.05.22-generic-personal-loan. The version marks the calculation logic and validation fixture set used for this estimate.
Results are educational estimates, not advice. Read the full disclaimer.
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