Finance tool
Loan CalculatorMonthly EMI · Total Interest · Full Amortization Schedule
Free
No signup
Instant results
Step-by-step breakdown

Calculate your exact monthly payment, total interest paid, and full repayment schedule for any personal, auto, or student loan. Enter three numbers and see everything instantly — including a complete month-by-month amortization breakdown.

All calculations use standard published amortization formulas. Results are for informational use only.
Loan Details
Loan amount ($)
Annual interest rate (%)
Loan term (years)
A $30,000.00 loan at 8.5% over 5 years costs $6,929.76 in interest — 23% of the original principal, paid purely for borrowing.
Monthly Payment
$615.50
60 payments × $615.50 = $36,929.76 total repaid
$30,000.00
Principal
$36,929.76
Total Paid
$6,929.76
Interest
Principal 81%Interest 19%
Total$36,929
Principal — $30,000.00 (81%)
Interest — $6,929.76 (19%)
Getting started
How to use this loan calculator

This calculator uses the standard amortization formula to compute your exact monthly payment. Three inputs are all you need — change any value and results update instantly.

1
Enter your loan amount
The total amount you plan to borrow. For a car loan, subtract your down payment from the purchase price first. For a refinance, use your current payoff balance — not the original loan amount.
2
Enter the annual interest rate
Use the rate your lender quoted as a percentage — for example, enter 7.5 for a 7.5% rate. Use the nominal interest rate, not the APR, for a payment-only calculation. Use APR if you want to model the full blended cost including fees.
3
Set the loan term in years
Typical terms: 2–7 years for auto and personal loans, 10–30 years for mortgages. Shorter terms mean higher monthly payments but significantly less total interest.
4
Read your results
Your monthly payment, total interest, and principal-vs-interest split appear instantly. Click "View Amortization Schedule" to see every single payment broken down — principal paid, interest paid, and remaining balance, month by month.

To compare loan options, change one input at a time. Try reducing the rate by 0.5% or shortening the term by one year — the calculator shows you the exact dollar impact immediately.

The calculation
Step-by-step: how your monthly payment 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 $615.50 payment was derived from the numbers above.

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
Used car purchase
$20,000 · 7.5% · 5 years
$401/mo
$4,046 interest · $24,046 total
Personal loan
Debt consolidation
$10,000 · 12% · 3 years
$332/mo
$1,952 interest · $11,952 total
Home improvement
Kitchen renovation
$50,000 · 8% · 10 years
$607/mo
$22,840 interest · $72,840 total
Understanding loans
The math of borrowing — amortization explained

Every fixed-rate installment loan — personal, auto, or student — uses the same amortization formula. The formula produces a constant monthly payment that covers that month's interest first, then reduces the outstanding principal. Because interest is calculated on the remaining balance, early payments are mostly interest and later payments are mostly principal. This is why paying even a modest extra amount in year one saves far more than the same amount in year four.

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

Where M is the monthly payment, P is the principal, r is the monthly interest rate (annual ÷ 12 ÷ 100), and n is the total number of payments (years × 12).

The real cost of a longer loan term

Extending your loan term lowers monthly payments but dramatically raises total interest paid. The table below shows the exact trade-off on a $20,000 loan at 7.5%.

TermMonthly paymentTotal interestTotal paid
2 years$903$665$21,665
3 years$622$2,391$22,391
5 years$401$4,046$24,046
7 years$307$5,791$25,791

Going from 2 years to 7 years saves $596 per month — but adds $5,126 in total interest, roughly 25% of the original loan. The strategic question is whether that monthly saving can be deployed elsewhere at a higher return than 7.5%. For most borrowers, the shorter term wins on total net wealth.

APR vs interest rate — the number that reveals true cost

When a lender quotes you a rate, they present two figures: the interest rate (the base charge applied to your balance) and the APR (Annual Percentage Rate, which folds in origination fees, discount points, and other financing costs). By law under TILA, lenders must disclose the APR on all consumer loans — making it the only standardized basis for comparison across lenders.

If the APR is 0.1–0.3% above the stated rate, fees are modest. If the gap is 0.5% or more, origination costs are significant — negotiate, shop competing offers, or ask the lender to reduce fees in exchange for a marginally higher rate.

Strategy
How to reduce your total interest paid

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 early in the loan
Extra payments reduce principal directly, which reduces future interest. On a 5-year $30,000 loan at 8.5%, an extra $50 per month saves roughly $600 in total interest and cuts about 3 months off the term. The earlier in the loan, the larger the impact.
Improve your credit score before applying
Moving from fair to good credit can reduce your rate by 3–5 percentage points. On a $30,000 loan that translates to over $3,000 in total savings. The fastest lever: pay down revolving credit card balances to below 30% of your credit limit before applying.
Refinance when rates drop meaningfully
If market interest rates fall 1% or more after you take out a loan, refinancing can produce significant savings. Use this calculator to compare your current monthly payment and remaining interest against the projected payment on a new loan at the lower rate.
FAQ
Frequently asked questions
Q
What is the difference between a fixed-rate and variable-rate loan?
A fixed-rate loan keeps your interest rate — and therefore your monthly payment — constant for the full loan term. A variable-rate loan adjusts periodically based on a benchmark rate, so your payment can rise or fall. Fixed-rate is safer for long-term budgeting; variable can save money if rates fall, but carries the risk of increasing payments.
Q
Can I pay off my loan early to save interest?
Yes — every extra dollar you pay reduces principal directly, which reduces future interest charges. Check your loan agreement for prepayment penalties first. Most personal loans and student loans have none, but some auto loans include a prepayment clause in the first one to two years.
Q
How does my credit score affect my loan rate?
Significantly. Excellent credit (750+) typically earns 8–11% APR on personal loans. Fair credit (650–699) typically lands at 18–24%. On a $30,000 loan over 5 years, the difference between excellent and fair credit is over $8,000 in total interest paid — one of the strongest financial incentives to maintain good credit.
Q
How do bi-weekly payments reduce total interest?
Bi-weekly payments (half the monthly amount every two weeks) produce 26 half-payments per year — equivalent to 13 full monthly payments instead of 12. That one extra payment per year goes entirely to principal, shortening the loan term and reducing total interest without changing your effective monthly outflow.
Related tools
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.