This loan calculator has three modes that answer the three most important loan questions: How much will I pay each month? How much can I borrow given my budget? How long will it take to pay off my loan? Select the mode that fits your question, enter your numbers, and get an instant answer with a full amortization schedule.
You know the loan amount, rate, and term. You want to know your monthly payment.
| Loan Amount | Rate | Term | Monthly Payment | Total Interest |
|---|---|---|---|---|
| $10,000 (personal) | 12% | 3 years | $332 | $1,954 |
| $25,000 (car) | 8% | 5 years | $507 | $5,409 |
| $200,000 (home) | 7% | 20 years | $1,551 | $172,280 |
| $50,000 (business) | 10% | 7 years | $830 | $19,710 |
You know what you can afford to pay per month. You want to know how much you can borrow.
You know the loan amount and what you can pay monthly. You want to know how long it takes to repay.
Note: In Mode 3, your monthly payment must exceed the monthly interest charge on the loan. If it does not, the loan will never be repaid — the calculator shows you the minimum payment required if this occurs.
Most loans in developed markets use the reducing balance method, where interest is calculated each month on the remaining outstanding principal. As you pay down the loan, your interest charge decreases.
Some consumer finance products — particularly in certain emerging markets and some retail installment schemes — use the flat rate method, where interest is calculated on the original full principal for the entire loan tenure, regardless of how much has been repaid.
This makes flat rate loans significantly more expensive. Example:
| Reducing Balance | Flat Rate | |
|---|---|---|
| Loan amount | $10,000 | $10,000 |
| Annual rate | 10% | 10% |
| Tenure | 3 years | 3 years |
| Monthly payment | $323 | $361 |
| Total interest paid | $1,616 | $3,000 |
| Total cost | $11,616 | $13,000 |
The flat rate loan costs $1,384 more for the exact same loan amount and stated interest rate. When comparing loan offers, always confirm whether the quoted rate uses flat or reducing balance — a "10% flat rate" loan is not comparable to a "10% reducing balance" loan.
This calculator supports multiple compounding and payment frequencies:
| Option | How it affects your loan |
|---|---|
| Monthly compounding (default) | Standard for most personal and home loans |
| Quarterly compounding | Used in some business loans and mortgages |
| Daily compounding | Common in US mortgages and credit facilities |
| Bi-weekly payments | 26 payments per year instead of 24; reduces total interest and pays off the loan faster |
Switching from monthly to bi-weekly payments on a $200,000 mortgage at 7% for 30 years saves approximately $44,000 in interest and pays off the loan 4.5 years early. Use this calculator to model that scenario.
If you enter a down payment, the calculator subtracts it from the loan amount and calculates all payments on the reduced principal. This is standard for car loans and mortgages.
Example: $30,000 car purchase with a $5,000 down payment at 8% for 5 years:
Enter a processing fee as a percentage of the loan amount to see your true total loan cost. For example, a 1.5% processing fee on a $25,000 loan = $375 added to your total cost (it does not affect your monthly payment).
If your loan includes property taxes or insurance payments bundled into the monthly installment (common in US mortgages), enable the taxes and insurance field to add a monthly amount to the schedule.
Unlike simple payment calculators, this tool generates a complete amortization schedule with actual calendar dates for every payment, based on your selected start date. The schedule shows:
The first 12 payments are shown on-screen. Click "View Complete Schedule" for the full table, or export it as a CSV for tracking in a spreadsheet.
In a reducing balance loan, interest is calculated on the outstanding principal each month — so as you repay, the interest charge drops. In a flat rate loan, interest is calculated on the original full principal for the entire tenure. For $10,000 at 10% over 3 years: reducing balance = $1,616 total interest; flat rate = $3,000 total interest. Flat rate loans are almost always more expensive and are mostly found in certain retail finance markets.
The adjusted loan amount = original loan amount minus your down payment. Your monthly payments and interest are calculated on this smaller amount. For example: $30,000 car with a $5,000 down payment → payments are calculated on a $25,000 loan, not the full $30,000.
It calculates the maximum loan you can borrow given a fixed monthly payment budget. Enter your maximum comfortable monthly payment, the interest rate, and loan term. The calculator uses present value (PV) logic to reverse-calculate the loan amount. Example: $600/month at 8% for 5 years → maximum loan = $29,707.
If your monthly payment is less than the monthly interest on the loan, the balance would never decrease — repayment would be impossible. The calculator stops and shows you the minimum payment required to repay the loan.
Bi-weekly means 26 payments per year instead of 12 monthly payments. Each bi-weekly payment is half a monthly payment. Because you make 26 half-payments rather than 24 (which 12 full monthly payments would equal), you effectively make one extra full payment per year. This reduces both total interest and loan duration significantly.
Yes. You can select your currency from the currency dropdown. The calculator uses your selected currency symbol for display only — it does not convert between currencies. All calculations work identically regardless of currency selected.
The stated rate is the nominal annual interest rate. The effective annual rate (EAR) accounts for compounding frequency. If your loan compounds monthly at 12%, the EAR is slightly higher than 12% (approximately 12.68%). The calculator shows both figures in the results.