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Loan Calculator

Calculate monthly payments and total interest for personal, business, or educational loans

100% private — runs in your browser · No sign-up · Free
Video lessons on YouTube

The numbers below are an example. Replace them with yours — the result updates as you type, no button to press.

1 Amount

2 Rate and term

An annuity keeps the payment the same all the way. A declining schedule starts higher and falls every month, and costs less in total. Most banks offer annuities only; if you were not given a choice, leave it as it is.

Leave these at zero if they do not apply.

Loan insurance as a per cent of the balance per year. It is almost always sold with the loan and it changes the real payment. The figure appears as its own line in the offer; no insurance means zero.

A one-off arrangement fee, as a per cent of the loan. It is often taken straight out of the money paid to you: borrow 500,000 and receive less. Look for one-time charges in the contract.

3 Extra payments

Extra payments(optional)
Quick add:
Monthly payment $0.00
Total interest$0.00
Total paid$0.00
Effective Rate (APR)0%
Overpayment0%

The result is an estimate from the numbers you entered. It is not financial, investment or tax advice and not an offer of credit — the actual terms are set by your bank. Check important decisions with a qualified specialist. Full disclaimer

How to Use

Start with your country preset

It fills a realistic rate for your market, so the first number you see is not a fantasy. Then correct the amount and term — the result updates as you type.

Choose the payment type

An annuity keeps the payment identical every month; a differentiated schedule starts higher and falls, but costs less in total interest. The comparison block below shows the exact difference.

Add insurance and the origination fee

These are what turn an advertised rate into the real cost. Once entered, look at the Effective Rate — that is the number to compare between banks, not the headline rate.

Save or share the result

Save calculation keeps a snapshot you can return to; Share Link puts every field into the URL so you can send the exact scenario to someone else.

Easiest way to use this well: build two saved calculations — the bank offer as advertised, and the same loan with insurance and fees included. The gap between them is what the offer really costs.

Optimization Guide & Technical Info

The Professional Guide to Loan Calculation — Mastering Your Debt and Interest

Whether you are planning a home renovation, starting a small business, or consolidating existing credit card debt, a loan is a significant financial commitment. Understanding the underlying math — beyond just the monthly payment — is the key to minimizing your interest costs and paying off debt faster. Our professional loan calculator provides a transparent breakdown of your loan structure, showing exactly how each dollar you pay is split between the principal balance and the lender's interest. This clarity allows you to shop for better rates with confidence and understand the real long-term cost of borrowing money.

Features of Our Versatile Loan Calculator

  • Calculate monthly payment for any loan amount and term
  • Full amortization schedule showing principal and interest breakdown
  • Total interest and total cost calculation
  • Support for any loan term from months to years
  • Visual chart of balance reduction over time
  • Annuity and differentiated schedules compared side by side
  • 100% Privacy Choice: All calculations happen locally in your browser—no financial logs are stored
  • Multi-Device Ready: Perfect for checking loan terms on your mobile device during a bank meeting

For Specific Situations

Car loan

add the insurance the dealer requires — it often costs more than the rate difference you negotiated.

Consumer loan

compare the effective rate, not the advertised one; the origination fee is where the difference hides.

Comparing two banks

save both as calculations and switch between them — the chips keep the exact figures.

Differentiated schedule

pick it when you can afford a higher first payment; it costs less in total interest.


How Loan Amortization Actually Works

Most modern loans use a standard amortization formula. Each monthly payment is a fixed amount, but the 'mix' of interest and principal changes every month. In the beginning, because your balance is high, a large portion of your payment goes to interest. As you pay it down, less interest is generated, allowing more of your payment to hit the principal. Our calculator visualizes this 'sliding scale' so you can see why early extra payments are so powerful.

The formula for a monthly payment (M) is: M = P [ i(1 + i)^n ] / [ (1 + i)^n – 1 ]. Where 'P' is the principal, 'i' is the monthly interest rate, and 'n' is the number of months. While this looks intimidating, our tool handles the heavy lifting, ensuring your results match professional banking software.

It is also vital to distinguish between the 'Nominal Interest Rate' and the 'APR' (Annual Percentage Rate). The APR includes fees and other costs, giving you a better idea of the total yearly economic impact of the loan. Our calculator helps you navigate these terms by focusing on the total cash outlay.


Expert Tips for Reducing Your Total Loan Interest

  • Compare total cost of the loan, not just monthly payments — a longer term looks cheaper monthly but costs much more in total
  • A lower interest rate saves more money on longer-term loans than shorter ones
  • For a car loan, compare two terms here: the longer one lowers the payment and raises the total interest — the difference is shown in money
  • Even 0.5% difference in interest rate matters: on a $30,000 5-year loan, it saves approximately $400 in total interest
  • Try to make the highest monthly payment you can comfortably afford to minimize total interest
  • Consider whether a 0% APR promotional offer is truly better than a loan with a cash discount

Formulas and Algorithms

Annuity payment M = P · i · (1 + i)n / ((1 + i)n − 1)

The same payment every month: interest first, principal later.

Differentiated payment Mk = P/n + (P − P·(k−1)/n) · i

The k-th payment of a differentiated schedule — high at first, falling every month.

Effective rate E = ((T + F) / P)12/n − 1

T — total paid, F — fees. This is the rate the advertised one hides.

Overpayment O = M · n + F − P

What the loan costs on top of the money you actually received.


Common Uses for Our Loan Calculator

Personal loans

Calculate payments for debt consolidation, home improvement, or major purchases

Auto loans

Estimate monthly car payments at different rates and terms

Student loans

Plan repayment strategy for education debt

Business loans

Calculate payments for equipment, inventory, or expansion financing

Loan comparison

Compare offers from different lenders by total cost, not just monthly payment

Budget planning

Determine how much loan you can afford based on your monthly budget

Vehicle financing

a car, motorbike or boat loan works the same way; add the insurance the dealer requires


Frequently Asked Questions

Q: What is 'Principal'?

A: Principal is the original amount of money you borrowed, excluding any interest or fees.

Q: What happens if I miss a payment?

A: Missing a payment usually leads to late fees and can negatively impact your credit score. Check with your lender for their 'grace period' policy.

Q: Does this tool work for mortgages?

A: While it uses similar math, we recommend our dedicated 'Mortgage Calculator' for housing-specific taxes and insurance components.

Q: What is an 'Unsecured' loan?

A: It is a loan backed only by your creditworthiness, with no collateral (like a house or car) for the lender to seize if you default.

Q: Is the APR the same as the interest rate?

A: No. The APR is usually higher because it includes the interest rate PLUS any fees the lender charges for setting up the loan.

Q: Can I use this for my credit card balance?

A: Yes, if you plan to pay it off in fixed monthly installments over a set period.

Q: How accurate are these figures?

A: Our figures are mathematically exact. However, specific lenders may have slightly different ways of calculating interest (daily vs. monthly).

Q: Why use an online calculator?

A: It allows you to test 'what-if' scenarios privately without a salesperson pressuring you to sign a contract.

Q: Are my details safe?

A: Yes. No data is stored or transmitted. Everything stays in your browser.

Q: Can I print my results?

A: Yes, the results are formatted to be easily printed or captured for your personal financial files.