Loan Payment Calculator

Calculate your monthly loan payment instantly. Enter your loan amount, term, and interest rate to see your monthly payment and total interest paid.

Whether you're shopping for a personal loan, financing a car, or just trying to understand what a lender's offer actually costs you each month, this loan payment calculator gives you a clear picture in seconds. Enter your loan amount, term, and interest rate — and you'll instantly see your monthly payment, the total you'll repay, and exactly how much of that goes to interest.

No guesswork. No spreadsheets. Just the numbers you need to make a confident borrowing decision.

What Is a Loan Payment Calculator?

A loan payment calculator uses your loan details to figure out your monthly payment based on standard amortization — the way nearly all installment loans work. With an amortizing loan, each monthly payment covers both interest and a portion of your principal. Early payments lean heavier on interest; later payments chip away more at the balance.

This type of calculator is useful for virtually any fixed-rate, fixed-term loan:

  • Personal loans from a bank, credit union, or online lender
  • Auto loans for new or used vehicles
  • Student loans (private loans with fixed rates)
  • Home improvement or debt consolidation loans

If your loan has a fixed interest rate and a set repayment term, this calculator will give you accurate results.

How to Use This Calculator

1. Enter your loan amount Type in the total amount you're borrowing — for example, $15,000 for a car loan or $5,000 for a personal loan. Don't include a down payment you're already making; just enter the amount you'll actually finance.

2. Set your loan term Choose whether you want to enter your term in Years or Months using the toggle, then enter the number. A 3-year loan is 36 months. A 5-year loan is 60 months. Switching between years and months lets you quickly compare shorter and longer scenarios.

3. Enter your annual interest rate Enter the yearly interest rate your lender quoted you — for example, 7.5 or 12.99. Don't convert it to monthly; the calculator handles that automatically.

4. Read your results The calculator instantly displays:

  • Monthly payment — what you'll owe each month
  • Total principal paid — confirming the loan amount
  • Total interest paid — the full cost of borrowing over the life of the loan

Understanding Your Results

Monthly Payment

This is your fixed payment due each month for the duration of the loan. It stays the same every month (for fixed-rate loans), making it easy to budget around.

Total Principal Paid

This will match your loan amount — it's simply confirming that all borrowed funds are repaid. It's a useful sanity check.

Total Interest Paid

This is the number most people underestimate. It's the full amount your lender earns for giving you the loan. On a $10,000 loan at 10% over 4 years, for example, you'll pay $2,174 in interest on top of the $10,000 you borrowed — about 22% extra. The longer your loan term or the higher your rate, the more this number grows.

How Loan Payments Are Calculated

This calculator uses the standard loan amortization formula:

```
M = P × [r(1 + r)^n] / [(1 + r)^n - 1]
```

Where:

  • M = Monthly payment
  • P = Principal loan amount
  • r = Monthly interest rate (annual rate ÷ 12)
  • n = Total number of monthly payments (years × 12)

Example: $10,000 loan at 10% annually for 4 years

  • r = 10% ÷ 12 = 0.8333% per month
  • n = 4 × 12 = 48 payments
  • M = $10,000 × [0.008333 × (1.008333)^48] / [(1.008333)^48 - 1]
  • M = $253.63/month

You don't need to run this math yourself — the calculator does it instantly — but understanding the formula helps explain why interest rate changes have a bigger impact than most people expect.

Loan Payment Examples

Here are some realistic scenarios to show how the numbers change based on loan size, term, and rate:

Loan Amount

Term

Interest Rate

Monthly Payment

Total Interest

$5,000

2 years

8%

$226.14

$427.36

$10,000

4 years

10%

$253.63

$2,174.24

$15,000

5 years

7%

$297.02

$2,821.20

$25,000

6 years

12%

$489.06

$10,211.32

$50,000

7 years

9%

$801.42

$17,319.28

Notice how the $25,000 loan at 12% over 6 years adds over $10,000 in interest — nearly half the original loan amount. A seemingly modest rate increase has an outsized impact over longer terms. Use the calculator to run your own numbers before you commit to a loan offer.

Tips to Lower Your Monthly Payment

If your calculated monthly payment feels too high for your budget, here are the most effective ways to bring it down:

1. Extend your loan term
Stretching a 3-year loan to 5 years lowers your monthly payment — but increases your total interest paid. Use the calculator to compare both scenarios so you can see the real trade-off.

2. Negotiate a lower interest rate
Even a 1–2% rate reduction can meaningfully reduce both your monthly payment and total interest. Check with multiple lenders, and consider your credit score before applying — a higher score typically unlocks better rates.

3. Make a larger down payment
Reducing the amount you finance directly reduces your monthly payment. If you can put an extra $1,000–$2,000 down on a car or home improvement project, run the numbers to see how much it saves monthly.

4. Improve your credit before applying
If your loan is for something that can wait a few months, improving your credit score can qualify you for significantly lower rates. Paying down existing debt and correcting credit report errors are the fastest ways to move the needle.

Total Interest: The Real Cost of Borrowing

The monthly payment gets most of the attention, but total interest paid is the number that truly shows you what a loan costs. It's easy to focus on "can I afford $300 a month?" without noticing that you're paying $4,000 in interest over the life of the loan.

A few principles worth keeping in mind:

  • Shorter terms always cost less in total interest, even though monthly payments are higher
  • Higher interest rates compound the cost significantly over longer terms
  • Paying extra toward principal — even $25–50 per month — can shave months off your loan and hundreds off your interest costs

The best borrowing decision isn't always the one with the lowest monthly payment. Run a few scenarios in the calculator to find the right balance between what's affordable now and what costs the least overall.

A Note on Loan Types and Limitations

This calculator works best for closed-end installment loans — loans with a fixed amount, fixed rate, and fixed repayment period. It's not designed for revolving credit (like credit cards or HELOCs), balloon payment loans, or loans with irregular payment schedules.

For standard personal, auto, and student loans, the results will closely match what your lender calculates. Always confirm final payment amounts with your lender before signing, especially if your loan includes origination fees or other charges that affect the effective cost of borrowing.

Frequently Asked Questions

How accurate is this loan payment calculator?

Very accurate for standard fixed-rate, fixed-term loans. It uses the same amortization formula lenders use to calculate your monthly payment. Results may vary slightly if your loan includes fees, origination charges, or variable rates not accounted for in the basic calculation.

What's the difference between entering the term in years vs. months?

Both give you the same result — it's just a matter of how you prefer to enter the data. If your lender quoted you a 36-month term, use months. If they said "3-year loan," use years. The toggle is there for convenience.

Does this calculator work for mortgage loans?

For a basic principal-and-interest mortgage payment, yes. However, mortgage payments often include property taxes, homeowner's insurance, and PMI (private mortgage insurance), which this calculator doesn't factor in. For a full mortgage payment estimate, use a dedicated mortgage calculator.

Can I use this for a car loan?

Absolutely. Enter the financed amount (car price minus down payment), the loan term, and the interest rate your dealer or lender quoted you. The result will be your estimated monthly car payment.

What interest rate should I enter?

Enter your loan's annual percentage rate (APR) or the interest rate you've been quoted, not a monthly rate. The calculator automatically converts it to a monthly rate for the calculation.

How do I calculate a loan with extra monthly payments?

This calculator shows your standard amortized payment. If you want to model the impact of making extra payments toward principal, you'd need an extra-payment calculator. That said, any extra amount above your monthly payment goes directly to reducing your principal balance and shortens your payoff timeline.

Why is my total interest so high?

Total interest grows with two variables: loan term and interest rate. A $20,000 loan at 15% over 5 years costs nearly $8,600 in interest — that's 43% of what you borrowed. If total interest looks high, try reducing the term or rate in the calculator to see what impact small changes make.

What's a good interest rate for a personal loan?

It varies widely by credit score, lender, and loan type. As of 2025, personal loan rates generally range from around 6–7% for excellent credit to 20–30%+ for borrowers with challenged credit. Auto loans tend to run lower (4–10%), while credit cards are typically much higher (18–30%). Knowing your rate before committing is exactly what this calculator is designed to help with.

Can I use this for student loans?

Yes, for private student loans with a fixed rate and fixed term. Federal student loans have more complex repayment options (income-driven plans, deferment, forgiveness programs) that this calculator won't reflect. For private student loan planning, it works well.

What if my loan has a variable interest rate?

This calculator assumes a fixed rate, so results won't be accurate for variable-rate loans over their full term. For variable-rate loans, use the calculator to estimate your initial payments based on the starting rate — but factor in that payments could change when the rate adjusts.