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Payment

$495.03/mo

Total interest: $4,702 over 60 months.

Results are estimates. Consult a professional.

How it's calculated

How the loan payment calculator works

An instalment loan — auto, personal, student, or any fixed-term credit — is repaid through equal monthly payments that cover that month's interest first, then reduce the remaining principal. This structure is called amortisation, and it means your early payments are mostly interest while later payments are mostly principal. The total payment amount never changes, but the split between interest and principal shifts every month.

The loan payment formula (also called the PMT formula) computes the fixed monthly payment required to fully pay off a principal balance at a given interest rate over a set number of months. Enter any three of the four variables — principal, APR, term, and payment — and the calculator solves for the fourth.

r = APR ÷ 12 (monthly interest rate)
Monthly payment = P × r × (1 + r)^n ÷ ((1 + r)^n 1)
Total interest = (payment × n) P
Total cost = payment × n
where P = principal, n = term in months
Federal Reserve — How to calculate a loan payment using the standard amortisation formula.
Example

Worked example: $12,000 personal loan at 9% APR / 60 months

Example: $12,000 at 9% APR for 60 months

Morgan takes out a $12,000 personal loan at 9% APR to consolidate credit card debt. The lender offers a 60-month (5-year) term. What is the monthly payment and how much total interest will be paid?

r = 9% ÷ 12 = 0.75% per month
Payment = 12,000 × 0.0075 × (1.0075)^60 ÷ ((1.0075)^60 1)
= 12,000 × 0.0075 × 1.5657 ÷ (1.5657 1)
= 12,000 × 0.011745 ÷ 0.5657 ≈ $249/month
Total paid = $249 × 60 = $14,933
Total interest = $14,933 $12,000 = $2,933
$249/month — $2,933 total interest
Morgan pays $249 each month for five years, clearing the $12,000 loan for a total interest cost of $2,933. By comparison, carrying that same $12,000 on a 20% APR credit card paying $249/month would take over 7 years and cost more than $8,800 in interest.
Quick reference

Monthly payment by loan amount, APR, and term

The table below shows the monthly payment for common loan amounts and terms. Use it to quickly estimate what a loan will cost before applying.

Loan amountAPR24 mo36 mo48 mo60 mo
$5,0005%$219/mo$150/mo$115/mo$94/mo
$5,0008%$226/mo$157/mo$122/mo$101/mo
$5,00012%$235/mo$166/mo$132/mo$111/mo
$5,00015%$242/mo$173/mo$139/mo$119/mo
$10,0005%$438/mo$300/mo$230/mo$189/mo
$10,0008%$452/mo$313/mo$244/mo$203/mo
$10,00012%$470/mo$332/mo$263/mo$222/mo
$20,0008%$905/mo$627/mo$488/mo$406/mo
$30,0008%$1,357/mo$940/mo$732/mo$608/mo
$50,0008%$2,262/mo$1,567/mo$1,221/mo$1,014/mo

Source: Federal Reserve. Estimates assume fixed APR, monthly compounding, and equal payments throughout the term. No origination fees included.

Practical tips

Tips for choosing the right loan payment

The monthly payment is only one piece of the picture. The term length and APR together determine the total cost — a lower payment often means a much higher total interest bill.

  • Shorter terms save money even though payments are higher — A $10,000 loan at 8% APR costs $813 in interest over 24 months versus $2,165 over 60 months. If you can afford the higher payment, the shorter term is always cheaper in total.
  • Compare APR, not just the monthly payment — Lenders sometimes advertise a low monthly payment tied to a long term at a high rate. Run both through the calculator and compare total interest paid.
  • Check for prepayment penalties before making extra payments — Some personal and auto loans charge fees for paying off early. Read the loan agreement's prepayment clause before sending extra principal.
  • Model a lump-sum impact — If you plan to apply a bonus or tax refund to the loan, re-run the calculator with the reduced balance to see the new payoff date and interest savings.
  • Rate-shop across at least three lenders — A 2% APR difference on a $20,000 48-month loan is about $750 in total interest. Pre-qualification at multiple lenders typically requires only a soft credit pull.
Accuracy & limits

Accuracy and limitations

The calculator uses standard amortisation (equal monthly payments, interest charged on the remaining balance each month) and assumes a fixed APR for the entire loan term. It does not model origination fees (which affect the effective APR), variable rates, deferred-interest promotions, or balloon payments. For mortgages, property taxes and insurance are also excluded. Results are planning estimates — use your lender's official amortisation schedule for exact figures.

Not financial advice — consult a financial professional for your specific situation.

Glossary

Loan payment terms defined

The amount of money borrowed, or the outstanding balance remaining after payments have been made.
The yearly cost of the loan expressed as a percentage. For instalment loans, APR includes the interest rate and any required fees folded in.
The length of the loan repayment schedule, expressed in months. Common terms are 24, 36, 48, 60, and 72 months for auto and personal loans; 180 or 360 months for mortgages.
The process by which equal periodic payments retire both interest and principal over the loan term, with each payment covering interest first and the remainder reducing the principal.
The sum of all interest paid over the full loan term: (monthly payment × number of months) − original principal.
A one-time charge by the lender to process the loan. When included in the loan amount, it increases the principal and therefore the true cost of borrowing above the stated APR.
About

About this loan payment calculator

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Questions

Frequently asked questions about the free payment calculator

A payment calculator is a free online tool that helps you calculate the monthly payment for any amortized loan. Same engine as the loan and repayment calculators. It runs entirely in your browser with instant results and no sign-up.
No — actual loan terms depend on credit, income docs, and lender underwriting. Use this for planning and what-if scenarios; get a real Loan Estimate before making decisions.
When the calculator asks for them. PITI calculations include property tax, insurance, and PMI; raw P&I calculations don't.
Lenders round payment amounts and may include escrow buffers. Property tax and insurance change over time. Real payments vary 1-5% from these estimates.

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