Loans & Debt

Loan Payment Calculator

Any fixed-rate installment loan — personal, equipment, student, or business — runs on the same math, so the payment comes down to three numbers: how much you borrow, the rate, and how long you take. Enter those to get the monthly payment, what the loan costs in interest, and the total repaid, then add an extra monthly amount to see how much time and interest it removes.

Step 1

Enter your numbers

Annual rate. Enter 0 for a no-interest loan.

In the unit selected above.

Optional

Optional. Applied to principal on top of the scheduled payment.

Results update as you type. Nothing you enter leaves your device.

Step 2

Results

Fill in the form and your results appear here instantly.

Next calculationAmortization CalculatorSee how each payment splits between interest and principal.

Estimates only. Verify important figures against your own records before acting on them. See our disclaimer.

How to use the Loan Payment Calculator

  1. Enter the loan amount, interest rate (apr), term entered in and loan term.
  2. Optionally add extra payment per month — leave blank to skip.
  3. Read the highlighted result first, then the breakdown below it. Load the worked example to check the math by hand.

What this calculator includes

What you enter

  • Loan amount
  • Interest rate (APR)
  • Term entered in
  • Loan term
  • Extra payment per month (optional)

What you get back

  • Monthly payment
  • Total interest
  • Total repaid
  • Number of payments
  • Payment with extra
  • Payoff time with extra
  • Interest saved
  • Months saved

How this calculation works

An amortized loan charges interest on the balance you still owe, so the split between interest and principal shifts every month even though the payment stays the same.

  • Monthly rate r = APR ÷ 100 ÷ 12, payments n = term in months
  • Payment = principal × r ÷ (1 − (1 + r)^−n); at 0% APR it is principal ÷ n
  • Total interest = payment × n − principal
  • With an extra payment the balance is amortized month by month: interest = balance × r, principal reduction = payment + extra − interest

What the result means

The monthly payment repays the whole principal plus interest by the end of the term. Total interest is what the loan costs you on top of the amount borrowed, and the extra-payment figures come from amortizing the balance month by month.

Common mistakes and assumptions

  • Entering the term in the wrong unit — check the months/years selector before reading the payment.
  • Confusing APR with a fee-inclusive cost. The math treats the rate you enter as the periodic interest rate; origination or closing fees are not included.
  • Assuming every lender applies extra payments to principal automatically; many require you to ask.

Worked example

A $25,000 loan at 9% APR over 5 years, with $150 extra sent each month.

  1. 1Monthly rate = 9 ÷ 100 ÷ 12 = 0.0075, n = 60 payments.
  2. 2Payment = $25,000 × 0.0075 ÷ (1 − 1.0075^−60) = $518.96.
  3. 3Scheduled total interest = $518.96 × 60 − $25,000 = $6,137.53.
  4. 4Sending $668.96 instead clears the loan in 46 months and cuts total interest to about $4,687.
  5. 5That is roughly $1,450 saved for the same loan, purely from timing.

Frequently asked questions

What is the monthly payment on a $10,000 loan?
At 10% over three years it is $322.67 a month, and the loan costs about $1,616 in interest. Stretch the same loan to five years and the payment falls to $212.47 while interest rises to roughly $2,748 — the payment and the cost move in opposite directions.
Is APR the same as interest rate here?
For this calculation they are treated the same: the rate is applied monthly to the outstanding balance. A true APR also folds in fees, so if your lender quoted an APR that includes origination costs, your payment on the stated principal will be slightly lower than this figure.
Does a longer term make a loan cheaper?
It makes the payment smaller, not the loan cheaper. Every extra month is another month of interest charged on the balance, so the total repaid rises. Pick the shortest term whose payment you can comfortably carry.
Do extra payments always reduce interest?
Yes, as long as your lender applies them to principal and does not charge a prepayment penalty. Confirm both before you start sending more — some servicers hold extra money as a prepaid installment instead.
Why does the last payment differ?
Amortization rarely lands on exactly zero, so the final payment is usually a few dollars smaller. When an extra payment is included, this calculator amortizes month by month and lets the last payment be partial.
Can I see the month-by-month split of principal and interest?
Not here — this page returns the payment and the totals. For the full table of what each payment does to the balance, use the Amortization Calculator, which builds the schedule year by year or month by month.
Can I use this for a mortgage?
For principal and interest, yes. For a home you will also want property tax, insurance, HOA, and PMI, which the mortgage calculator adds.

Guides that use this calculator

Worked answers with real figures and stated assumptions, written around the question people usually arrive with.

Disclaimer

This calculator returns estimates based only on the values you enter. It does not account for taxes, financing terms, local regulations, or conditions specific to your operation, and it is not accounting, legal, tax, or investment advice. Confirm any figure that carries real cost before you rely on it.

Calculations run entirely in your browser and the numbers you type are never sent to us or stored. Read how Answerivo calculators are built or report a correction. About Answerivo.