Car Payment Calculator
Calculate your monthly car payment, total interest, and view amortization schedule.
Loan Details
Monthly Payment
Cost Breakdown
Total Loan Cost
Compare Loan Terms
| Term | Payment | Interest |
|---|---|---|
| 36 mo (3 yr) | $1010 | $3,406 |
| 48 mo (4 yr) | $781 | $4,558 |
| 60 mo (5 yr) | $645 | $5,732 |
| 72 mo (6 yr) | $554 | $6,930 |
| 84 mo (7 yr) | $489 | $8,150 |
Amortization Schedule
| Month | Principal | Interest | Balance |
|---|---|---|---|
| 1 | $466.23 | $178.48 | $32483.77 |
| 2 | $468.75 | $175.95 | $32015.02 |
| 3 | $471.29 | $173.41 | $31543.73 |
| 4 | $473.84 | $170.86 | $31069.89 |
| 5 | $476.41 | $168.30 | $30593.48 |
| 6 | $478.99 | $165.71 | $30114.49 |
| 7 | $481.58 | $163.12 | $29632.91 |
| 8 | $484.19 | $160.51 | $29148.71 |
| 9 | $486.82 | $157.89 | $28661.90 |
| 10 | $489.45 | $155.25 | $28172.45 |
| 11 | $492.10 | $152.60 | $27680.34 |
| 12 | $494.77 | $149.94 | $27185.57 |
| 60 | $641.23 | $3.47 | $0.00 |
Car Payment Calculator: Estimate Your Monthly Auto Loan
The car payment calculator turns a vehicle's sticker price into the number that actually matters at the dealership: your monthly car payment. Instead of guessing, you enter the vehicle price, your down payment, any trade-in value, the interest rate (APR), the loan term in months, your local sales tax rate, and title/registration fees. The auto loan calculator then folds taxes and fees into the financed amount, applies the standard amortization formula, and returns a precise monthly payment, the total interest you will pay, and a full month-by-month amortization schedule.
Most buyers shop by monthly payment, but the monthly payment alone hides the true cost of financing. A longer loan term lowers the payment yet increases total interest, while a larger down payment or trade-in shrinks the amount financed and the interest along with it. This calculator exposes all of those trade-offs at once. It even builds a side-by-side comparison across the most common terms (36, 48, 60, 72, and 84 months) so you can see exactly how much each extra year of financing adds to the total interest bill.
Whether you are buying new or used, financing through a dealer, bank, or credit union, the car loan payment calculator gives you the leverage of knowing your numbers before you sign. Use it to set a realistic budget, compare loan offers, and decide how down payment, APR, and term combine to fit your monthly cash flow.
How the Car Payment Is Calculated
The calculator works in two stages. First it determines the amount financed, then it applies the amortized loan payment formula to that balance. The amount financed is the part of the deal you actually borrow after taxes and fees are added and your down payment and trade-in are subtracted.
Sales tax in this tool is applied to the vehicle price minus the trade-in value, mirroring the trade-in tax credit that most U.S. states grant. That means a trade-in lowers your taxable amount as well as your loan balance, which is why it can save you more than its face value suggests. Title, registration, and dealer fees are added on top because they are typically rolled into the financed total.
Once the amount financed is known, the monthly rate is the annual APR divided by 12, and the payment is solved so that the loan reaches a zero balance after the chosen number of months. The result is the fixed monthly car payment, the total of all payments, and the total interest (total payments minus the amount financed).
Monthly Auto Loan Payment Formula
Where:
- M= Monthly car payment
- P= Amount financed = (Price + Sales Tax + Fees) - Down Payment - Trade-In, where Sales Tax = (Price - Trade-In) x tax rate
- r= Monthly interest rate = annual APR / 100 / 12
- n= Loan term in months (24, 36, 48, 60, 72, or 84)
Understanding the Amount Financed and Cost Breakdown
The amount financed is the foundation of every figure this calculator produces, so it helps to see the chain of math explicitly. Suppose you buy a $35,000 vehicle with a $5,000 down payment, no trade-in, a 7% sales tax rate, and $500 in title and registration fees.
| Line Item | Amount |
|---|---|
| Vehicle Price | $35,000.00 |
| Sales Tax (7% of $35,000) | $2,450.00 |
| Title, Reg & Fees | $500.00 |
| Total Cost | $37,950.00 |
| Less Down Payment + Trade-In | -$5,000.00 |
| Amount Financed | $32,950.00 |
That $32,950 is the principal that gets amortized. Because taxes and fees are financed, you pay interest on them too, which is one reason cash-paying for taxes and fees up front can reduce your total interest. Anything that lowers the amount financed, a bigger down payment, a higher trade-in, or paying fees out of pocket, directly lowers both the monthly payment and the lifetime interest.
Loan Term Trade-Offs: Payment vs. Total Interest
The single biggest lever on your monthly car payment is the loan term. Stretching a loan from 36 to 84 months can cut the payment in half, but it roughly doubles the interest you pay and keeps you in negative equity longer. The calculator's term comparison table makes the trade-off concrete. Using the $32,950 amount financed at 6.5% APR from the example above, the same loan looks very different across terms:
| Term | Monthly Payment | Total Interest |
|---|---|---|
| 36 months | $1,009.88 | $3,405.85 |
| 48 months | $781.41 | $4,557.57 |
| 60 months | $644.70 | $5,732.28 |
| 72 months | $553.89 | $6,929.88 |
| 84 months | $489.29 | $8,150.27 |
Going from 36 to 84 months drops the payment by about $520 a month, but it costs an extra $4,744 in interest over the life of the loan. A useful rule of thumb is to choose the shortest term whose payment still fits comfortably in your budget, since every year you shorten the term saves real money.
Reading the Amortization Schedule
An amortization schedule shows how each fixed payment splits between interest and principal over time. Early in the loan the balance is high, so most of the payment goes to interest; as the balance shrinks, more of each payment chips away at principal. The calculator builds the schedule month by month: it charges interest on the current balance, applies the remaining payment to principal, and reduces the balance until it reaches zero in the final month.
For the $32,950 loan at 6.5% over 60 months, the first month's interest is the balance times the monthly rate (6.5% / 12 = 0.541667%), which is about $178.49. Since the payment is $644.70, roughly $466.21 goes to principal in month one. By the final months almost the entire payment is principal. Watching this shift helps you understand why making extra principal payments early, or refinancing to a lower APR, has an outsized effect on the total interest you pay.
The schedule is also a practical tool for tracking equity. Comparing your loan balance to the car's depreciating value tells you when you cross from being "upside down" (owing more than the car is worth) to having positive equity, which matters if you plan to sell or trade in before the loan is paid off.
Strategies to Lower Your Car Payment
If the monthly payment is higher than you want, you have several levers, and this calculator lets you test each one instantly. The most effective is improving your APR, which is driven largely by your credit score; shopping rates at banks and credit unions before visiting the dealer often beats dealer financing. A larger down payment or a stronger trade-in lowers the amount financed dollar for dollar and reduces interest at the same time.
Choosing a shorter term raises the monthly payment but slashes total interest, while a longer term does the opposite, so balance the payment against the lifetime cost. You can also reduce the vehicle price by negotiating, choosing a less expensive trim, or shopping certified pre-owned. Finally, remember that taxes and fees are financed in this model, so paying those costs in cash up front, rather than rolling them into the loan, keeps interest from accruing on them.
Use the calculator to model realistic scenarios: try the same vehicle at a 1% lower APR, then with an extra $2,000 down, then with a 48-month term instead of 72. Seeing the monthly payment and total interest update together is the fastest way to find the financing structure that fits your budget.
Worked Examples
New car, 60-month loan, no trade-in
Problem:
You finance a $35,000 vehicle with $5,000 down, no trade-in, a 6.5% APR, a 60-month term, 7% sales tax, and $500 in fees. What is the monthly payment and total interest?
Solution Steps:
- 1Sales tax = (35,000 - 0) x 7% = $2,450. Total cost = 35,000 + 2,450 + 500 = $37,950.
- 2Amount financed = 37,950 - 5,000 - 0 = $32,950. Monthly rate r = 6.5 / 100 / 12 = 0.00541667.
- 3M = 32,950 x (0.00541667 x 1.00541667^60) / (1.00541667^60 - 1) = $644.70 per month.
- 4Total payments = 644.70 x 60 = $38,682.28; total interest = 38,682.28 - 32,950 = $5,732.28.
Result:
Monthly payment is $644.70, with $5,732.28 paid in total interest over 5 years.
Used car with a trade-in, 48-month loan
Problem:
You buy a $28,000 used car, put $4,000 down, trade in a vehicle worth $3,000, get a 5.9% APR for 48 months, with 6% sales tax and $400 in fees. What does it cost?
Solution Steps:
- 1Taxable amount = 28,000 - 3,000 = $25,000, so sales tax = 25,000 x 6% = $1,500.
- 2Total cost = 28,000 + 1,500 + 400 = $29,900. Amount financed = 29,900 - 4,000 - 3,000 = $22,900.
- 3Monthly rate r = 5.9 / 100 / 12 = 0.00491667; M = 22,900 x (0.00491667 x 1.00491667^48) / (1.00491667^48 - 1).
- 4M = $536.76 per month; total payments = 536.76 x 48 = $25,764.38; total interest = $2,864.38.
Result:
Monthly payment is $536.76, with $2,864.38 in total interest over 4 years.
Large trade-in cutting the financed balance, 72-month loan
Problem:
A $40,000 truck with $8,000 down and a $10,000 trade-in, financed at 7.25% APR for 72 months, with 8% sales tax and $600 in fees. What is the payment?
Solution Steps:
- 1Taxable amount = 40,000 - 10,000 = $30,000, so sales tax = 30,000 x 8% = $2,400.
- 2Total cost = 40,000 + 2,400 + 600 = $43,000. Amount financed = 43,000 - 8,000 - 10,000 = $25,000.
- 3Monthly rate r = 7.25 / 100 / 12 = 0.00604167; M = 25,000 x (0.00604167 x 1.00604167^72) / (1.00604167^72 - 1).
- 4M = $429.23 per month; total payments = 429.23 x 72 = $30,904.75; total interest = $5,904.75.
Result:
Monthly payment is $429.23, with $5,904.75 in total interest over 6 years.
Tips & Best Practices
- ✓Get pre-approved at a bank or credit union before you shop so you have a benchmark APR to beat at the dealership.
- ✓Choose the shortest loan term whose monthly payment still fits comfortably in your budget to minimize total interest.
- ✓A larger down payment lowers both your monthly payment and your lifetime interest, and helps you avoid being upside down.
- ✓Pay taxes and fees in cash up front when possible so you are not financing them and paying interest on them.
- ✓Compare the total interest column, not just the monthly payment, when weighing different loan terms.
- ✓Improving your credit score before applying can meaningfully cut your APR and your total cost of financing.
- ✓Use the term comparison table to see exactly how much each extra year of financing adds to your interest bill.
- ✓Making extra principal payments early in the loan saves the most interest, since early payments are interest-heavy.
Frequently Asked Questions
Sources & References
Last updated: 2026-06-05
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Editorial Note
MyCalcBuddy Editorial Team
This page is maintained as an educational calculator reference.
Formula Source: Standard Mathematical References
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