Finance calculators

Installment Loan Calculator

Updated Jul 5, 2026 By Jehan Wadia
Rate Formulas
Loan Details
$
%
Years and months add together (e.g. 3 yr + 6 mo = 42 months).
60 months / 5 years
3 months360 months
Results Summary
Monthly Payment
$0.00
Total Interest Paid
$0.00
Total of All Payments
$0.00
Number of Payments
Payoff Date
Principal vs. Interest
Payment Composition Over Time
Step-by-Step Solution
Amortization Schedule

Introduction

An installment loan is money you borrow and pay back in equal payments over a set period of time. Car loans, personal loans, and student loans are all common examples. Each payment you make covers two things: part of the original amount you borrowed (the principal) and a fee charged by the lender (the interest).

This installment loan calculator shows you exactly how much each payment will be, how much interest you will pay in total, and when your loan will be fully paid off. Enter your loan amount, interest rate, and loan term to get results right away. You can also adjust the compounding frequency, payment frequency, and payment timing to match your specific loan.

The calculator builds a full amortization schedule so you can see how each payment is split between principal and interest. It also lets you add extra payments — monthly, yearly, or one-time — to see how much money and time you can save by paying ahead. A step-by-step breakdown of the math is included so you can understand exactly how your numbers are calculated.

How to Use Our Installment Loan Calculator

Enter your loan details below to find out your payment amount, total interest cost, payoff date, and full amortization schedule.

Loan Amount — Type in the total amount of money you plan to borrow. This is the principal before any interest is added.

Annual Interest Rate — Enter the yearly interest rate on your loan. You can find this number in your loan offer or agreement.

Compounding Frequency — Pick how often your lender adds interest to the balance. Most personal loans use "Monthly (APR)." If you are not sure, leave it on the default setting.

Payment Frequency — Choose how often you will make payments. Options range from daily to once a year. Most loans use monthly payments.

Loan Term — Years and Months — Enter the length of your loan in years and months. You can also drag the slider to set the total term. The years and months fields update automatically when you move the slider.

Payment Timing — Select whether you pay at the end or the start of each period. Most loans use "End of Period." Choose "Start of Period" if your first payment is due right away.

Loan Start Date — Pick the month and year your loan begins. This sets the dates in your amortization schedule.

Extra Payments (optional) — Click "Add Extra Payments" to enter additional amounts you want to put toward your loan. You can add a monthly extra, a yearly lump sum, or a one-time payment. The calculator will show you how much interest you save and how much sooner you pay off the loan.

Press the Calculate button to see your results. Press Reset to clear all fields and start over.

What Is an Installment Loan?

An installment loan is money you borrow and pay back in equal payments over a set period of time. Each payment you make is called an installment. Common examples include car loans, personal loans, and student loans. Mortgages are also a type of installment loan.

How Installment Loans Work

When you take out an installment loan, the lender gives you a lump sum of money called the principal. You agree to pay it back with interest, which is the fee the lender charges you for borrowing. Your payments are spread out over months or years until the full amount is paid off.

Each payment is split into two parts. One part goes toward the principal, and the other part covers the interest. Early in the loan, most of your payment goes toward interest. Over time, more of your payment goes toward the principal. This shift is shown in what is called an amortization schedule, which is a table that breaks down every single payment.

Key Terms to Know

  • Principal: The original amount you borrow before interest is added.
  • Interest Rate: The yearly percentage the lender charges you on the money you owe.
  • Loan Term: The total length of time you have to repay the loan.
  • Compounding Frequency: How often interest is calculated and added to your balance. Monthly compounding is the most common. The way compound interest accumulates directly affects how much you owe over time.
  • Extra Payments: Additional money you pay beyond the required amount. This reduces your balance faster, lowers total interest, and can help you pay off the loan early.

Why Extra Payments Matter

Making extra payments on an installment loan saves you money. Even a small extra amount each month reduces the principal faster. Since interest is calculated on the remaining balance, a lower balance means less interest. Over the life of a loan, this can save you hundreds or even thousands of dollars and shorten your payoff date. If you are carrying balances across multiple loans or credit cards, tools like a debt payoff calculator or a debt snowball calculator can help you build a strategy to eliminate all your debt faster.


Formulas used

Periodic Interest Rate (Discrete Compounding)
i = \left(1 + \frac{r}{m}\right)^{m/p} - 1
Periodic Interest Rate (Continuous Compounding)
i = e^{r/p} - 1
Effective Annual Rate (EAR)
EAR = \left(1 + \frac{r}{m}\right)^{m} - 1
Periodic Payment (Ordinary Annuity)
PMT = \frac{P \cdot i}{1 - (1 + i)^{-n}}
Periodic Payment (Annuity Due)
PMT = \frac{P \cdot i}{\left(1 - (1 + i)^{-n}\right)(1 + i)}
Total Interest Paid
\text{Total Interest} = \text{Total Paid} - P

Frequently asked questions

What is the difference between APR and APY in this calculator?

APR (Annual Percentage Rate) is the simple yearly rate your lender quotes. APY (Annual Percentage Yield) is the true yearly cost after compounding is applied. The calculator shows the APY as the Effective APR (EAR) field. When compounding is monthly, the EAR will be slightly higher than the stated rate. For example, a 3.5% APR compounded monthly gives an EAR of about 3.557%.

What does the crossover point mean in the amortization schedule?

The crossover point is the payment where, for the first time, more of your money goes toward the principal than toward interest. Early in a loan, most of each payment covers interest. The crossover is highlighted in the schedule with an orange badge so you can see exactly when the shift happens.

Can I use this calculator for a mortgage?

Yes. A mortgage is a type of installment loan. Enter your home loan amount, interest rate, and term (for example, 360 months for a 30-year mortgage). Keep the compounding and payment frequency set to monthly. The results, amortization schedule, and extra payment analysis will all work the same way.

What does payment timing (end of period vs. start of period) change?

Most loans use end of period, which means you pay at the end of each month. If you choose start of period (annuity due), you pay at the beginning of each period. Paying at the start means the first payment is due right away, and your total interest will be slightly lower because the balance drops sooner.

How do I add extra payments to my loan?

Click the Add Extra Payments button below the loan details. You can enter three types: a monthly extra added to every payment, a yearly lump sum applied once a year, or a one-time payment on a specific date. The calculator will compare your loan with and without the extra payments so you can see how much interest you save.

Why is my total interest so much higher on a longer loan term?

A longer term means you take more time to pay back the principal. Interest is charged on the remaining balance each period. The slower that balance goes down, the more total interest builds up. A shorter term gives you higher payments but saves a lot of money on interest.

What happens if I set the interest rate to 0%?

The calculator treats it as an interest-free loan. Your payment is simply the loan amount divided by the number of payments. Total interest will be $0, and every payment goes entirely toward the principal.

What is compounding frequency and which should I pick?

Compounding frequency is how often the lender calculates interest on your balance. Most personal and auto loans use monthly compounding. Some mortgages in Canada use semi-annual compounding. If your loan documents say APR, choose monthly. If you are not sure, monthly is the safest default.

Can I make biweekly payments instead of monthly?

Yes. Change the Payment Frequency dropdown to "Every 2 Weeks." The calculator will recalculate your payment amount and schedule based on 26 payments per year. Biweekly payments effectively add one extra monthly payment per year, which helps you pay off the loan faster.

What does the Effective APR (EAR) field show?

The EAR shows the true annual cost of your loan after compounding is factored in. It is always equal to or higher than the stated rate. This number helps you compare loans that have different compounding frequencies. The calculator updates the EAR automatically when you change the rate or compounding setting.

How do I read the amortization schedule?

Each row shows one payment. You can see the payment number, date, total payment amount, how much went to principal, how much went to interest, and your remaining balance. Yellow rows mark the crossover point. Blue rows show a year-end summary. A green badge marks the final payment.

Is there a maximum loan amount or term I can enter?

Yes. The calculator accepts loan amounts up to $9,999,999 and terms between 3 months and 360 months (30 years). Interest rates must be between 0% and 25%.

What is the donut chart showing me?

The donut chart shows the split between your total principal (the amount you borrowed) and your total interest (the cost of borrowing). It gives you a quick visual of how much of your money goes to the lender versus how much pays down your debt.

Why did my number of payments change when I switched payment frequency?

The total number of payments depends on how often you pay. A 5-year loan has 60 monthly payments, but the same loan has 260 weekly payments or 10 semi-annual payments. The loan term stays the same — only the count and size of payments change.

How accurate is this calculator?

The calculator uses standard financial formulas for amortizing loans. Results match what most lenders use. However, your actual loan may include fees, rounding differences, or grace periods that slightly change the final numbers. Always confirm with your lender before making financial decisions.