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Loan Calculator

Estimate a monthly payment for a generic fixed-rate installment loan. Enter the principal, annual interest rate, and term. Results are educational estimates, not a loan offer.

Last reviewed September 20, 2026

Loan details

Example starting numbers you can edit — not a recommendation or a current average. Results update as you type.

Enter the rate you want to model. FinanceAvatar does not supply a current market rate.

Loan term

Optional upfront fee

If you enter an origination or similar fee, it is treated as paid separately at closing. It is not added to the loan principal.

Estimated monthly payment

$304.22

Educational estimate for a generic fixed-rate installment loan, not a lender quote and not a specialized product type.

Principal
$10,000.00
Interest rate used
6% a year
Total interest
$951.88
Total principal + interest
$10,951.88
Payment count
36 payments · 36 months
Upfront fee (paid separately)
$0.00
Estimated out-of-pocket
$10,951.88

Out-of-pocket adds the upfront fee to total principal and interest. The fee is not financed in this estimate, so it does not change the monthly payment.

24 vs. 36 vs. 60 months

This comparison keeps your principal and entered interest rate the same so you can see the effect of term length alone. Actual APR offers often differ by term and lender. No term is labeled better.

24-month term

Monthly payment
$443.21
Total interest
$636.94
Principal + interest
$10,636.94

36-month term

Monthly payment
$304.22
Total interest
$951.88
Principal + interest
$10,951.88

60-month term

Monthly payment
$193.33
Total interest
$1,599.68
Principal + interest
$11,599.68

Amortization summary

The yearly summary shows how much of each year goes to principal and interest. Open a year to see that year’s monthly rows. This estimate uses 36 monthly payments.

Annual mortgage amortization summary
YearPrincipalInterestEnding balanceDetails
1$3,135.94$514.70$6,864.06
2$3,329.38$321.26$3,534.68
3$3,534.68$115.92$0.00

This estimate is for educational and informational purposes. FinanceAvatar is not a lender. Actual terms, rates, fees, and lender calculations may differ. The result is not a loan offer or approval.

How installment loan payments work

A personal installment loan is a closed-end loan: you receive a fixed amount and repay it in regular payments over a set term. This calculator uses that same payment structure as a generic model. It is not tailored to mortgages, auto loans, student loans, or payday loans.

Principal

Principal is the amount borrowed. The monthly payment is calculated from that amount, the annual rate you enter, and the number of monthly payments. An optional origination fee is not added to principal in this estimate.

APR / interest rate

You enter an annual interest rate. FinanceAvatar does not supply a current market rate. The CFPB distinguishes the interest rate from APR, which can include certain fees. Because this tool keeps the origination fee separate, the rate you type is used only for amortization.

Loan term

Enter the term in months or years. Years are converted at 12 payments per year. A longer term usually lowers the monthly payment and increases total interest when principal and rate are unchanged.

Total interest and the effect of term length

Total interest is the sum of interest across the amortization schedule. The 24-, 36-, and 60-month comparison holds principal and rate constant so you can see the term effect by itself. Lenders may offer different rates for different terms. No term is labeled better.

Fees

The CFPB notes that installment loans can include origination and other fees. If you enter a fee here, it is treated as paid separately at the start. Estimated out-of-pocket cost is principal + interest + that fee.

What is not included

  • Product-specific rules for mortgages, auto, student, or payday loans
  • Late fees, credit insurance, or prepayment penalties
  • Compounding methods other than monthly amortization
  • Credit, collateral, or eligibility checks
  • Financing the origination fee into principal

Methodology

The monthly payment uses the standard fixed-rate formula M = P[r(1+r)^n] / [(1+r)^n − 1]. If the rate is 0%, M = P / n. Details are on the Calculator Methodology page.

Assumptions and limitations

  • Fixed rate and fully amortizing monthly payments
  • The origination fee is paid separately, not financed
  • Amounts are rounded to the nearest cent
  • The model does not represent every consumer loan product

Loan calculator FAQ

What kind of loan is this for?

This is a generic fixed-rate installment loan model. It is not a mortgage, auto, student, or payday loan calculator and does not apply product-specific rules.

How accurate is the payment?

It is accurate for the amortization math and the numbers you enter. Lender fees, compounding methods, and due-date conventions can change a real quote.

Is the origination fee financed?

No. If you enter a fee, it is treated as paid separately. It is added to estimated out-of-pocket cost and does not increase the monthly payment.

Can I enter the term in years or months?

Yes. Choose months or years. The estimate converts years to monthly payments (12 payments per year).

Does a longer term always cost more?

If the principal and rate stay the same, a longer term usually lowers the monthly payment and raises total interest. Lenders may also offer different rates by term.

What is the difference between the interest rate and APR?

The CFPB explains that the interest rate is the cost of borrowing, while APR also reflects certain fees. This calculator uses the annual rate you enter for monthly amortization and keeps any origination fee separate.

Sources

These pages describe common installment-loan concepts. This calculator remains a generic model and is not a personal-loan product offering. See also the site Sources page.

Disclaimer

Results are estimates for educational and informational purposes. Actual terms, rates, fees, and lender calculations may differ. FinanceAvatar is not a lender, and this result is not a loan offer, approval, or individualized financial advice. Read the site Disclaimer and Methodology.