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Loan Calculator

Calculate the monthly payment for any personal or consumer loan.

The Loan Calculator is a free financial calculator. Calculate the monthly payment for any personal or consumer loan. Plan your finances accurately and make better economic decisions.
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What is Loan Calculator?

A loan calculator is a versatile financial tool that computes monthly payments, total interest, and amortization schedules for virtually any type of installment loan — from auto loans and personal loans to student loans and business financing. Unlike mortgage-specific calculators that include escrow for taxes and insurance, this general-purpose calculator focuses on the core mechanics of any amortizing loan: principal, interest rate, and term. It answers the fundamental question every borrower asks: "What will my monthly payment be, and how much will this loan actually cost me?" The answer is often surprising. A $30,000 auto loan at 8% for 72 months carries $7,771 in interest — meaning that $30,000 car actually costs $37,771. A personal loan of $10,000 at 12% over 5 years adds $3,346 in interest. By modeling different terms, rates, and payment strategies, this calculator helps you find the loan structure that minimizes total cost while fitting your monthly budget. It also generates a detailed amortization schedule showing the exact breakdown of every payment, so you can see exactly when you cross the "halfway point" where more of your payment goes to principal than interest.

How Loan Calculation Works: The Formula Explained

All amortizing loans use the same fundamental formula: PMT = P × [r(1+r)^n] / [(1+r)^n - 1], where P is the loan principal, r is the periodic interest rate (annual rate ÷ number of periods per year), and n is the total number of payments. This is the same annuity formula used in mortgage calculations, but it applies equally to car loans, personal loans, and business term loans. The key insight is that each payment has two components: interest on the outstanding balance and principal reduction. In the early payments, the interest component dominates; as the balance declines, the principal component grows. For example, on a $20,000 personal loan at 10% APR for 48 months (r = 0.10/12 = 0.00833, n = 48), the monthly payment is $507.25. In month 1, $166.67 goes to interest and $340.58 goes to principal. By month 48, only $4.19 goes to interest and $503.06 goes to principal. This amortization structure is why making extra payments early in the loan has an outsized impact on total interest paid.

Step-by-Step Guide to Using This Calculator

  1. Enter the loan amount (principal): This is the total amount you are borrowing, not the purchase price. For a car priced at $35,000 with a $5,000 down payment, enter $30,000.
  2. Enter the annual interest rate: Use the APR (Annual Percentage Rate), which includes both the interest rate and most fees. Personal loan rates range from 6% for excellent credit to 36% for subprime borrowers. Auto loan rates typically range from 4% to 15%.
  3. Set the loan term: This is the repayment period. Common terms: auto loans (36–84 months), personal loans (12–60 months), student loans (120–180 months). Shorter terms have higher payments but lower total interest.
  4. Choose payment frequency: Monthly is standard, but biweekly payments (26 per year) effectively make one extra monthly payment per year, reducing total interest significantly without a noticeable budget impact.
  5. Review the results: The calculator displays your monthly payment, total interest paid, total cost of the loan, and the amortization schedule. Use the extra payment feature to model how additional payments reduce your term and total interest.

Real-World Examples

Example 1 — Auto Loan: You are financing a $28,000 car with $3,000 down at 6.5% APR for 60 months. Loan amount: $25,000. Monthly payment: $489.16. Total interest: $4,349.60. Total cost: $29,349.60. You reach the 50% principal milestone at month 31 — for the first 30 months, more of each payment goes to interest than principal. Adding $50/month extra from the start reduces total interest to $3,530 and pays off the loan 7 months early.

Example 2 — Debt Consolidation Loan: You have $18,000 in credit card debt at 22% APR (minimum payment ~$660/month, taking 17+ years to pay off with $23,000+ in interest). You qualify for a personal consolidation loan at 11% for 48 months. Monthly payment: $463.62. Total interest: $4,253.76. Total cost: $22,253.76. This saves you over $18,000 in interest compared to making minimum credit card payments and pays off the debt 13 years sooner.

Example 3 — Business Equipment Loan: A $50,000 equipment loan at 7.5% for 36 months. Monthly payment: $1,555.30. Total interest: $5,990.80. The equipment generates $2,500/month in revenue, making the $1,555 payment easily sustainable with positive cash flow of $945/month. ROI on the financed equipment is 40% in year 1.

Common Mistakes to Avoid

  • Focusing only on monthly payment: Dealers love to ask "What monthly payment works for you?" because extending the term lowers the payment but increases total interest. A $25,000 car at 7% for 48 months costs $27,748; the same loan for 72 months costs $29,550 — nearly $2,000 more for the privilege of paying longer.
  • Confusing APR and interest rate: APR includes origination fees and other costs, giving you the true cost of borrowing. A loan advertised at "6% interest" with a 3% origination fee has an APR closer to 7.5%. Always compare APRs, not interest rates.
  • Ignoring prepayment penalties: Some personal and auto loans charge a fee for early payoff, typically 2–5% of the remaining balance. If your loan has a prepayment penalty, making extra payments may not save you money until the penalty period expires (usually 1–3 years).
  • Not accounting for fees: Origination fees (1–8% of the loan), late payment fees, and annual fees all add to your true cost. A $10,000 personal loan with a 5% origination fee gives you only $9,500 in proceeds but you pay interest on the full $10,000.
  • Overlooking depreciation: For auto loans, the car depreciates faster than you pay down the loan in the first 2–3 years. If you total the car during this "underwater" period, gap insurance covers the difference — without it, you owe money on a car you no longer own.

Pro Tips for Better Results

  • Get pre-approved before shopping: A pre-approved loan from your bank or credit union gives you a rate benchmark. Dealers can sometimes beat it with manufacturer-subsidized rates (0–3% on new cars), but they cannot lowball you if you already have a firm offer in hand.
  • Use the debt snowball or avalanche method: If you have multiple loans, the avalanche method (pay extra toward the highest-rate loan first) minimizes total interest. The snowball method (pay the smallest balance first) provides psychological momentum. Both work — the best method is the one you will stick with.
  • Make biweekly payments: Instead of 12 monthly payments per year, make 26 biweekly payments of half the monthly amount. This results in 13 full monthly payments per year instead of 12 — one extra payment — without feeling like you are paying more. On a $25,000 auto loan at 6.5%, this saves approximately $400 in interest and pays off 4 months early.
  • Round up payments: Round your $489.16 car payment to $500. The extra $10.84/month seems negligible, but over 60 months it reduces your principal by $650 and saves about $40 in interest — and it might shave a month off the end of your loan.

Frequently Asked Questions

What is the difference between a fixed and variable rate loan?

A fixed-rate loan locks in your interest rate for the entire term, giving you predictable monthly payments. A variable-rate (adjustable-rate) loan starts lower but can increase or decrease based on a benchmark rate like the prime rate or SOFR. For short-term loans (3–5 years), the difference is usually small. For longer terms, fixed rates provide safety against rate increases — a variable rate that starts at 5% could rise to 10%+ over the life of a 10-year loan, nearly doubling your payment. Use the calculator to model the worst-case scenario at the rate cap before choosing a variable rate.

How does my credit score affect my loan rate?

Credit score bands dramatically impact rates. On a 48-month auto loan, a 750+ score might qualify for 5% APR, while a 620 score might face 15% APR. On a $25,000 loan, this difference costs $2,840 more in interest over the term. Improving your score by even 20–30 points before applying can save hundreds to thousands of dollars. Check your score for free at AnnualCreditReport.com and dispute any errors before applying for a loan.

Is it better to take a rebate or a low-rate loan?

Manufacturers often offer a choice: a $2,000 cash rebate or 0% financing for 48 months. Take the rebate and finance at a bank rate if the math works out. Example: $30,000 car, $2,000 rebate = $28,000 loan at 5% for 48 months = $31,228 total cost. The 0% option on $30,000 for 48 months = $30,000 total cost. In this case, 0% wins. But if the rebate is $4,000 and the bank rate is 4%: $26,000 loan at 4% = $28,183 total, which beats 0% at $30,000. The calculator lets you model both scenarios instantly.

What happens if I miss a payment?

Most loans have a 10–15 day grace period before a late fee is charged (typically 5% of the payment or $25–$50, whichever is greater). After 30 days, the late payment is reported to credit bureaus and can drop your score by 60–110 points. After 90 days, the lender may begin collections. After 120–180 days, the loan may be charged off and sent to collections. Always communicate with your lender immediately if you anticipate difficulty — most offer hardship programs that can temporarily reduce or defer payments.

See also: Mortgage Calculator, Compound Interest Calculator, Savings Calculator, NPV Calculator

Written and reviewed by the CalcToWork editorial team. Last updated: 2026-04-29.

Frequently Asked Questions

Using the French amortisation formula: C = P × [r(1+r)ⁿ] / [(1+r)ⁿ − 1], where P is principal, r the monthly rate and n the number of payments.
Simple interest is calculated only on the principal: I = P×r×t. Compound interest is calculated on the principal plus accumulated interest: A = P(1+r/f)^(f×t).
VAT = price excl. tax × (percentage / 100). Price incl. VAT = price × (1 + percentage/100).
The break-even point is the number of units that must be sold to cover all costs: BE = Fixed costs / (Selling price − Variable cost per unit).