Personal Loan Payment Calculator — Fee-Adjusted APR

Amortized payment, total interest, and what an origination fee really costs.

Quick answer: Calculate personal loan monthly payments with total interest, origination-fee impact and the fee-adjusted APR — amortized properly, free and private.

How to use

  1. Enter the loan amount and nominal interest rate.
  2. Choose the term in years or months.
  3. Add the origination fee % if the lender charges one.
  4. Press Calculate to see payment, interest and effective APR.

General information only — not medical, financial or legal advice. Figures cross-checked against public official sources (IRS / HMRC / NHS / WHO guidance); content last reviewed September 2026. For decisions that matter, confirm with a licensed professional in your country.

About this tool

A personal loan's sticker rate hides two things: the monthly-payment arithmetic and the origination fee that quietly raises your true cost. This calculator handles both. Enter amount, rate and term to get the standard amortized payment (M = P × r(1+r)^n / ((1+r)^n − 1)), total interest, and total repaid — then add a typical origination fee and the tool shows what you actually receive, recomputes the fee-adjusted effective APR the way fee-inclusive disclosure works, and splits your first payment into interest and principal. The APR-versus-rate note explains why a 10% loan with a 5% fee costs meaningfully more than 10%. All math runs in this page and nothing is transmitted anywhere. It is an educational estimate for comparison shopping — not a lender offer and not professional financial advice.

FAQ

What is the difference between interest rate and APR?
The rate prices interest only; APR also spreads lender fees across the loan, so it is always higher when an origination fee exists. This tool solves for the fee-adjusted APR numerically from your net proceeds.
How does an origination fee work?
Lenders commonly charge 1–10% and deduct it upfront: borrow $10,000 with a 5% fee and you receive $9,500 but repay on the full $10,000. That gap is why the effective APR rises above the nominal rate.
How is the monthly payment computed?
Standard amortization: M = P × r × (1+r)^n ÷ ((1+r)^n − 1) with r the monthly rate and n the number of months. Early payments are mostly interest; the tool shows your first payment split.
What happens if I pay early?
Extra principal shortens the term and cuts total interest dollar-for-dollar against future months — but check for prepayment penalties, which are rare on modern personal loans. The per-month payment itself stays fixed.
What are the limits of this tool?
It is an educational estimate, not professional advice: it models fixed-rate, fully-amortizing loans with a simple upfront fee and does not model variable rates, add-on insurance, late fees or lender-specific APR rules.

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