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Loan Interest CalculatorCalculate your total borrowing costs
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Step-by-step breakdown

The monthly payment is what fits in your budget, but the total interest is what reveals the true cost of a loan. Use this free loan interest calculator to instantly calculate total interest across your full repayment term.

Disclaimer: This tool provides estimates for educational purposes. Actual interest charges may vary based on your lender's specific compounding methods.
Loan Details
On a $30,000.00 loan at 8.5% for 5 years, you will pay $6,929.76 in interest — 19% of the original principal.
Total Interest
$6,929.76
19% of the $30,000.00 principal over 5 years
$615.50
Monthly Payment
$36,929.76
Total Paid
60
Payments
Principal 81%Interest 19%
Total Paid$36,929
Principal — $30,000.00
Interest — $6,929.76
Getting started
How to use this loan interest calculator

This tool calculates exactly how much interest you'll pay over the life of your loan. Change any input and the results update instantly.

1
Enter your loan amount
Enter your principal, the amount you are borrowing, not including any fees. For a refinance, enter your current outstanding balance.
2
Enter the annual interest rate
Enter your loan's interest rate as a percentage. To compare offers, run the same principal and term with each lender's rate.
3
Set the loan term
Enter the repayment period in years. Try multiple terms, such as 3 versus 5 years, to see how dramatically term choice shifts total interest.
4
Read your results
The primary result is total interest, representing the full cost of borrowing. Below it, review the monthly payment and total repaid amount.
The calculation
Step-by-step: how your total interest is calculated

The amortization formula produces a fixed monthly payment where each payment covers that month's interest first, then reduces the principal. Here is exactly how your $6,929.76 total interest was derived.

1
Convert annual rate to monthly rate
r = Annual rate ÷ 12 ÷ 100 r = 8.5 ÷ 12 ÷ 100 = 0.007083 per month
Monthly rate = 0.007083
2
Calculate total number of payments
n = Years × 12 n = 5 × 12 = 60 monthly payments
Total payments = 60
3
Apply the amortization formula
M = P × [r(1+r)^n] ÷ [(1+r)^n − 1] M = 30000 × [0.007083 × (1+0.007083)^60] ÷ [(1+0.007083)^60 − 1]
Monthly payment = $615.50
4
Calculate total interest paid
Total Paid = $615.50 × 60 = $36,929.76 Total Interest = $36,929.76 − $30,000.00
Total Interest = $6,929.76
Examples
Real-world loan scenarios

Three common loan scenarios calculated with exact numbers. Use these as a reference point, then adjust the calculator above to match your own situation.

Auto loan
New car purchase
$35,000 · 7% · 6 years
$7,963
Total interest paid
Personal loan
Debt consolidation
$20,000 · 8% · 5 years
$4,331
Total interest paid
Student loan
Undergraduate
$40,000 · 6.5% · 10 years
$14,502
Total interest paid
Understanding loans
How loan interest accrues

Interest is a time-based charge on the outstanding balance. Understanding the mechanics lets you see exactly where every dollar of interest comes from and how to reduce it.

Total Interest = (Monthly Payment × Total Months) − Principal
Simple interest vs. compound interest

The textbook formula for simple interest charges interest only on the original principal. Simple interest never accrues on prior interest. It only grows with time and the original balance.

Compound interest charges interest on both the principal and any unpaid accumulated interest. The more frequent the compounding, the higher the effective rate rises above the stated APR.

Why installment loans use monthly compounding

Standard fixed-rate loans use monthly compounding. Each month's interest is calculated against the outstanding balance. Because you pay down the balance every month, the compounding effect is self-limiting.

The amortization formula calculates a fixed monthly payment that fully pays off the loan in exactly n months. As principal falls, the interest portion shrinks and the principal portion grows rapidly.

Interest breakdown by year (first 5 years)

The table below shows how much interest you pay in each year of the loan. It illustrates the front-loading effect clearly where year 1 costs far more in interest than later years.

YearInterest paidRemaining balance
1$2,357.08$24,971.13
2$1,912.57$19,497.75
3$1,428.78$13,540.57
4$902.22$7,056.84
5$329.11$0.00
The daily periodic rate

Credit cards and some bridge loans use daily accrual. The Daily Periodic Rate (DPR) is the APR divided by 365. This is structurally more expensive than monthly compounding at the same stated rate.

Strategy
How to lower total interest

These four approaches have the highest impact on reducing total loan cost — ranked by the typical dollar savings they produce.

Choose the shortest term you can comfortably afford
Every additional year of loan term adds hundreds or thousands in interest. Run this calculator with a 3-year vs 5-year term to see the exact difference in your case — then decide if the lower monthly payment is worth the added total cost.
Make extra principal payments
Any extra amount paid above the minimum reduces principal directly, permanently eliminating future interest on that portion.
Improve your credit score
Rates are tiered by creditworthiness. A higher score secures a lower rate, saving thousands over the loan lifetime.
Make bi-weekly payments
Splitting your payment in half every two weeks results in 13 full payments per year, eliminating months from your term.
FAQ
Frequently asked questions
Q
How is loan interest calculated daily?
The Daily Periodic Rate (DPR) is calculated by dividing the APR by 365. Most installment loans calculate interest monthly, but credit cards and some HELOCs use the daily method. Paying earlier in the billing cycle reduces your average daily balance and lowers that month's interest charge.
Q
What is the difference between simple and compound interest?
Simple interest charges interest only on the original principal. Compound interest charges interest on both the principal and any accrued interest. Standard fixed-rate installment loans use monthly compounding, limiting the compound effect since you pay down the balance every month.
Q
Why is my interest so high in the first month?
Your balance is at its lifetime peak on day one. The amortization schedule is designed so equal monthly payments are split between an ever-shrinking interest portion and an ever-growing principal portion.
Q
How can I avoid paying excessive interest on my loan?
Improve your credit score before applying. Choose the shortest term you can comfortably afford. Make bi-weekly payments to cut months off your term. Finally, pay extra toward the principal whenever possible.
Q
How to calculate student loan interest?
Student loan interest is usually calculated daily using the outstanding balance and annual interest rate. To estimate monthly interest, divide the APR by 12 and multiply it by the remaining loan balance.
Explore
Related calculators

For mortgage-specific analysis including PMI, PITI, and LTV calculations, use the mortgage calculator. For a complete payment-by-payment breakdown, see the amortization calculator.