FinanceFormula-based · Runs in your browser

Repayment Calculator

Calculate loan repayment schedules and see how much time and interest you can save by making extra monthly payments.

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Calculation steps

Follow what happened from the selected formula to the displayed answer.

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  1. 1

    Formula selected

    The calculator uses the following formula or method.

    Monthly payment = P·r·(1+r)^n ÷ ((1+r)^n−1); total repayment and interest follow from payment × number of months.

  2. 2

    Values entered

    Your values are placed into the calculation.

    Enter values to see what is used in this step.

  3. 3

    Result calculated

    The formula or method produces the following result values.

    Results will appear after a successful calculation.

  4. 4

    Answer formatted

    Displayed values are rounded and formatted using each output’s configured precision.

Scenario comparison

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How it works

Calculate loan repayment schedules and see how much time and interest you can save by making extra monthly payments.

Input query strings and outputs

Use an input name in this page’s URL as ?name=value, and join additional inputs with &. Portable shared links may instead use the compact ?ac= state parameter.

Input query strings

4
  • ?amount= Loan Amount

    Number · Optional · Default: 20,000

  • ?rate= Interest Rate

    Number · Optional · Default: 6

  • ?term= Original Term (Years)

    Number · Optional · Default: 5

  • ?extraPayment= Extra Monthly Payment

    Number · Optional · Default: 0

Outputs

1
  • result Result

    Text · Primary output

result contains the calculator’s complete rendered result area, including its visible result cards, tables, charts, and messages.

Optimize your loan payoff with extra payments

Description

The Repayment Calculator allows you to model any standard amortizing loan (like a personal loan or car loan) and see the power of extra payments. It calculates your standard monthly payment and then shows exactly how much time and interest you can save by contributing more each month.

Inputs

  • Loan Amount: The total remaining balance of your loan ($).
  • Interest Rate: The annual interest rate (APR) of the loan (%).
  • Original Term (Years): The remaining number of years in the loan’s schedule.
  • Extra Monthly Payment: The additional amount you plan to add to every monthly check ($).

Outputs

  • Standard Monthly Payment: The amount you are required to pay under the original terms.
  • New Payoff Time: The estimated time until the loan is paid off with the extra payments.
  • Total Interest: The total interest you will pay under the new plan.
  • Time Saved: How much sooner you will be debt-free.
  • Interest Saved: The total dollar amount of interest you avoided by paying extra.

Chart

  • N/A: This tool provides a summary of savings and a revised timeline.

“Good to Know”

  • Extra payments made early in the loan’s life have a much larger impact than those made toward the end, as they reduce the principal that interest is calculated on.
  • Always check with your lender to ensure there are no “prepayment penalties” before starting an aggressive payoff plan.
  • Even a small regular extra payment (e.g., rounding up your payment) can save significant interest over the life of a long-term loan.

Examples

Example 1: Standard Personal Loan

  • Input:
    • Amount: $20,000 @ 6%
    • Term: 5 Years
    • Extra: $100
  • Output:
    • Time Saved: ~1.2 Years
    • Interest Saved: ~$750

Example 2: Aggressive Auto Loan Payoff

  • Input:
    • Amount: $30,000 @ 5%
    • Term: 6 Years
    • Extra: $500
  • Output:
    • New Payoff: ~3.8 Years
    • Time Saved: 2.2 Years

Example 3: Small Extra Boost

  • Input:
    • Amount: $10,000 @ 10%
    • Term: 3 Years
    • Extra: $25
  • Output:
    • Interest Saved: ~$100
    • (Shows that even $25/month helps).
Sources
  • No external reference is listed for this calculator. Its formula and variable definitions are shown above.
Limitations
  • Estimates use the rates, timing, and assumptions entered. Fees, taxes, lender rules, and future changes are included only where explicitly shown.