Loan Calculator

Work out the real monthly payment, total interest, and payoff schedule for any fixed-rate loan — personal, auto, student, or business.

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Monthly Payment
$0.00
$0
Total Payment
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Total Interest
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Principal
● Principal 0% ● Interest 0%
≡ Table of Contents
  1. What Is a Loan Calculator?
  2. How to Use This Loan Calculator
  3. The Loan Payment Formula
  4. Worked Example: $20,000 at 7.5% for 5 Years
  5. What Drives Your Payment Up or Down
  6. Secured vs Unsecured Loans
  7. Six Tips to Pay Less for Any Loan
  8. When This Calculator Is (and Isn't) the Right Tool
  9. The Bottom Line
  10. Frequently Asked Questions

What Is a Loan Calculator?

A loan calculator converts three numbers you already know — how much you're borrowing, the interest rate, and how long you'll take to repay — into the numbers you actually need: the fixed monthly payment, the total interest you'll hand the lender, and the true all-in cost of the loan.

It works for any amortized fixed-rate loan, which covers most consumer lending:

  • Personal loans and debt-consolidation loans
  • Auto loans (see the dedicated Auto Loan Calculator for trade-ins and sales tax)
  • Student loans with fixed rates
  • Home-improvement and small-business loans

"Amortized" means each identical monthly payment is internally split between interest (charged on the remaining balance) and principal (which reduces the balance). Early on, more of each payment is interest; as the balance falls, the split shifts steadily toward principal until the loan hits zero.

How to Use This Loan Calculator

Step 1 — Loan Amount

Enter the amount you'll actually borrow — the price minus any deposit or trade-in, plus any fees being financed into the loan.

Step 2 — Interest Rate

Enter the annual percentage rate (APR) quoted by your lender. If you've been quoted a monthly rate, multiply by 12 first.

Step 3 — Loan Term

Enter the repayment period and pick years or months. Common terms: personal loans 2–7 years, auto loans 3–7 years, student loans 10–25 years.

Step 4 — Read the Results

You'll see three headline numbers instantly:

  • Monthly payment — the fixed amount due every month
  • Total payment — everything you'll pay across the whole term
  • Total interest — the cost of borrowing (total payment minus principal)

The chart below the results shows the principal/interest split so you can see at a glance how much of your money services the debt versus retires it.

The Loan Payment Formula

Fixed-rate loan payments come from the standard amortization formula:

M = P × [ r(1 + r)n ] / [ (1 + r)n − 1 ]
  • M — monthly payment
  • P — principal (amount borrowed)
  • r — monthly rate = annual rate ÷ 12 (as a decimal)
  • n — number of monthly payments

Edge case worth knowing: at 0% interest the formula collapses to simply M = P ÷ n — the calculator handles this automatically.

Worked Example: $20,000 at 7.5% for 5 Years

StepCalculationResult
Monthly rate7.5% ÷ 12 = 0.625%r = 0.00625
Payments5 × 12n = 60
Growth factor(1.00625)60≈ 1.4534
Monthly payment20,000 × (0.00625 × 1.4534) ÷ 0.4534≈ $400.76
Total paid400.76 × 60≈ $24,046
Total interest24,046 − 20,000≈ $4,046

So borrowing $20,000 for five years at 7.5% really costs about $24,046 — the interest adds roughly 20% to the sticker price. Shortening the term to 3 years drops total interest to about $2,385.

What Drives Your Payment Up or Down

Interest rate

The single biggest lever you can negotiate. On the example above, two percentage points (7.5% → 5.5%) saves about $18/month and $1,120 over the term. Rates are priced from your credit score, income stability, and debt-to-income ratio.

Term length

Longer terms lower the monthly payment but raise total interest — you're renting the money longer. The table below shows the same $20,000 at 7.5%:

TermMonthlyTotal interest
3 years$622.12$2,396
5 years$400.76$4,046
7 years$306.71$5,764

Fees folded into the loan

Origination fees (commonly 1–8% on personal loans) are often deducted from the disbursed amount or added to the principal — either way they raise your effective cost above the quoted rate. Always compare loans by APR, which includes fees.

Secured vs Unsecured Loans

SecuredUnsecured
Backed byCollateral (car, home, savings)Your signature and credit
Typical ratesLowerHigher
Risk to youLosing the collateral on defaultCredit damage, collections
ExamplesAuto loans, mortgages, HELOCsPersonal loans, credit cards, most student loans

If you have collateral available, a secured loan almost always prices lower — but be honest about repayment risk before pledging assets you can't afford to lose.

Six Tips to Pay Less for Any Loan

  1. Check your credit first. Fix report errors and pay down card balances a few months before applying — the rate difference is real money.
  2. Get at least three quotes. Pre-qualification uses a soft credit pull, so comparison shopping is free.
  3. Compare APR, not just the rate. APR bakes in fees; it's the only apples-to-apples number.
  4. Pick the shortest term you can comfortably afford. Use the calculator to find where the monthly payment stops being comfortable.
  5. Make extra principal payments when your lender allows it penalty-free — every extra dollar stops earning interest for the lender immediately.
  6. Avoid financing fees when possible. Paying origination costs upfront keeps them from accruing interest for years.

When This Calculator Is (and Isn't) the Right Tool

  • Right tool: any fixed-rate, fully amortized loan — personal, auto, student, business term loans.
  • For home loans with taxes/insurance/PMI: use the Mortgage Calculator.
  • For a full payoff schedule with extra payments: use the Amortization Calculator.
  • For credit cards: revolving debt doesn't amortize on a fixed schedule — the Payment Calculator handles those scenarios better.
  • For comparing simple vs compound growth: see the Interest Calculator.

The Bottom Line

Every loan is really three numbers pretending to be one: the payment you feel monthly, the rate that sets the price, and the term that decides how long you pay it. This calculator puts all three in front of you before any lender does — so the loan you accept is one you chose with full information, not the first one that "felt affordable."

Frequently Asked Questions

Using the standard amortization formula: M = P × [r(1+r)^n] ÷ [(1+r)^n − 1], where P is the amount borrowed, r the monthly interest rate, and n the number of payments. It's the same math lenders use for fixed-rate loans.

The interest rate is the raw cost of borrowing; APR adds mandatory fees (like origination charges) and expresses the true annual cost. When comparing lenders, always compare APRs.

It lowers the monthly payment but raises the total cost — interest accrues for more months. A longer term is a cash-flow tool, not a savings tool.

Yes — any fixed-rate amortized loan works. For car purchases with trade-ins and sales tax, the Auto Loan Calculator adds those fields.

Extra payments reduce principal immediately, which shrinks every future interest charge and shortens the payoff. Check that your lender applies extras to principal and doesn't charge prepayment penalties.

Interest is charged on the outstanding balance, which is largest at the start. Early payments are therefore interest-heavy; the principal share grows every month as the balance falls.

Personal-loan pricing varies widely, but roughly: 720+ gets the best tiers, 660–719 mid tiers, below 620 significantly higher rates or denials. Even 20–30 points can change your tier.

Sometimes — if there are no fees and you'd have paid cash anyway. But 0% deals often replace rebates you could have taken instead; compare the rebate-plus-normal-loan against the 0% offer with this calculator.

DTI is your total monthly debt payments divided by gross monthly income. Most lenders want the new loan to keep your DTI under roughly 36–43%; a lower DTI earns better rates.

Consolidation helps when the new APR is meaningfully lower than the weighted average of what you're replacing and you don't re-run up the old balances. Run both scenarios here and compare total interest.

No — all calculations run locally in your browser. Nothing you enter reaches our servers.

No. Interest-only and balloon loans don't amortize evenly, so this fixed-payment math doesn't apply to them.

Disclaimer: This calculator is for educational and planning purposes only. Results are estimates, not professional advice. Actual figures may vary based on individual circumstances — consult a qualified professional before making financial or health decisions.