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Finance Calculator

Loans & Financing

Loan Calculator

Estimate your monthly payments, total interest charges, and overall repayment cost.

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  • Results update live as you type

Loan Details

Results update live as you type

The total principal amount you plan to borrow.

Annual percentage rate charged on the loan balance.

Duration of the loan.

Estimated Payment

$195.66/ mo

Based on a $10,000.00 loan at 6.50% APR over 5 years

Loan Principal
$10,000.00
Total Interest
$1,739.69
Total Payments
$11,739.69
Balance Breakdown
  • Principal (85.2%)$10,000.00
  • Interest (14.8%)$1,739.69
What matters most

You'll pay about $1,739.69 in interest over the life of this loan.

What If You Pay $50.00 Extra?
Comparison between the current loan repayment plan and paying an extra $50.00 per month
MetricCurrent+ $50.00/mo
Monthly Payment$195.66$245.66
Payoff Time5 years3 yr 11 mo
Total Interest$1,739.69$1,327.76
Interest Saved—$411.93

Comparison assumes the extra $50.00 is paid every month and the loan is paid off once the remaining balance reaches zero.

Assumptions

This estimate assumes a fixed interest rate and equal monthly payments. It does not include taxes, fees, insurance, or other lender charges.

Balance Breakdown

Loan Amount
$10,000.00
Total Interest
$1,739.69
Total Paid
$11,739.69
Payoff Time
Sep 2031

Year-by-Year Breakdown

See how each year's payments are split between paying down principal and covering interest charges.

Principal PaidInterest Paid
Annual schedule showing principal paid, interest paid, and ending loan balance for each year
YearPrincipal PaidInterest PaidEnding Balance
Year 1$1,749.45$598.49$8,250.55
Year 2$1,866.61$481.33$6,383.94
Year 3$1,991.62$356.32$4,392.32
Year 4$2,125.00$222.93$2,267.32
Year 5$2,267.32$80.62$0.00

Common Scenarios

See how typical starting points compare side by side.

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Frequently Asked Questions

Answers to common questions about this calculator.

What increases your total loan balance?

Your total loan balance and overall borrowing cost increase whenever financing charges accumulate faster than principal is repaid. Key factors include higher interest rates (APR), longer loan terms, and capitalized fees or penalties added directly onto the principal balance.

What is a secured loan?

A secured loan requires physical collateral—such as a vehicle, home, or savings account—to guarantee the debt. Because collateral reduces the lender's financial risk, secured loans generally offer lower interest rates, larger loan amounts, and more flexible qualification terms. Common examples include auto loans and mortgages.

What is an unsecured loan?

An unsecured loan is not backed by collateral and relies entirely on your credit score, income history, and debt-to-income ratio. Because the lender assumes greater loss risk without property to claim upon default, unsecured loans typically carry higher interest rates and lower borrowing limits. Common examples include personal loans and student loans.

How the Calculation Works

Understand the formula and variables behind the numbers.

Standard fixed-rate installment loans use the standard loan amortization formula to compute equal periodic payments over the life of the loan. Each payment is split between paying down accrued interest and reducing the principal balance.

Amortization Formula

PMT = (P · r · (1 + r)^n) / ((1 + r)^n − 1)

  • PMT = Monthly payment amount
  • P = Loan principal amount
  • r = Periodic interest rate (Annual APR divided by 12 months)
  • n = Total number of monthly payments (Term in years multiplied by 12)

Key Loan Variables

  • Principal Amount: The total amount borrowed from the lender before interest or fees are applied.
  • Annual Percentage Rate (APR): The yearly cost of borrowing funds, expressed as a percentage rate.
  • Loan Term: The scheduled timeframe across which all principal and interest payments must be fulfilled.
  • Total Interest Paid: The cumulative cost of borrowing money beyond the original principal balance over the entire loan term.

For deeper mathematical walkthroughs, read our guides on What is PMT in Financial Calculations? or How Loan Amortization Schedules Work.