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How Personal Loan Payments Are Calculated (Rate vs APR Explained)

Finance · 6 min read · Published 2026

A personal loan payment, like most fixed installment loans, follows the same amortization math used for mortgages and auto loans — but personal loans come with a few quirks worth understanding, from how rates are set to what "APR" actually includes.

The loan payment formula

The fixed monthly payment on a personal loan is calculated using the standard amortization formula:

M = P × [r(1+r)ⁿ] ÷ [(1+r)ⁿ − 1]

Where P is the loan principal, r is the monthly interest rate (annual rate ÷ 12), and n is the total number of monthly payments. This produces a payment that stays fixed for the life of the loan, even as the mix of principal and interest inside each payment shifts.

Interest rate vs. APR: why they're not the same number

The interest rate reflects only the cost of borrowing the principal. APR (Annual Percentage Rate) is a broader figure that folds in additional costs — origination fees, administrative fees, and other charges — spread out over the loan term to express the loan's true annual cost as a single percentage. Two loans with identical interest rates can have different APRs if one charges higher upfront fees, which is why comparing APR (not just the advertised rate) is the more reliable way to compare loan offers.

Why personal loans often carry higher rates than secured loans

Most personal loans are unsecured — meaning there's no collateral (like a house or car) backing the loan. If a borrower defaults, the lender has no asset to repossess, which makes unsecured lending riskier from the lender's side. That extra risk is typically priced into the interest rate, which is why personal loan rates tend to run higher than secured loans like mortgages or auto loans, where the underlying asset limits the lender's downside.

How loan term affects total cost

Just like other installment loans, stretching a personal loan over a longer term lowers the monthly payment but increases total interest paid, because interest keeps accruing on a larger remaining balance for a longer period. A $10,000 loan at 10% over 3 years costs meaningfully less in total interest than the same loan stretched to 5 years, even though the monthly payment on the 5-year version looks more manageable.

A worked example

Borrowing $10,000 at a 9% annual rate over 36 months works out to a monthly payment of roughly $318, with total interest of about $1,450 over the life of the loan. Stretch the same loan to 60 months and the monthly payment drops to around $208 — but total interest rises to roughly $2,470, nearly 70% more, purely from the extra time the balance spends accruing interest.

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