FinanceFormula-based · Runs in your browser

Interest Calculator

Project compound growth with a nominal annual rate, selected compounding frequency, and end-of-month contributions.

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Calculation steps

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  1. 1

    Formula selected

    The calculator uses the following formula or method.

    Effective monthly rate = (1 + nominal annual rate ÷ compounds per year)^(compounds per year ÷ 12) − 1; each month balance grows by that rate, then the entered contribution is added.

  2. 2

    Values entered

    Your values are placed into the calculation.

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  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.

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How it works

Compute simple and compound interest with regular monthly contributions.

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

5
  • ?principal= Principal Amount

    Number · Optional · Default: 10,000

  • ?rate= Annual Interest Rate

    Number · Optional · Default: 5

  • ?time= Time Period (Years)

    Number · Optional · Default: 10

  • ?contribution= Monthly Contribution

    Number · Optional · Default: 0

  • ?compoundFreq= Compounding Frequency

    Text · Optional · Default: 12

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.

Compute simple and compound interest growth

Description

The Interest Calculator allows you to project the growth of your savings or investments over time. It supports both simple and compound interest calculations and lets you include regular monthly contributions to see the power of consistent saving.

Inputs

  • Principal Amount: The initial amount of money deposited ($).
  • Annual Interest Rate: The annual return rate (%).
  • Time Period: The duration of the investment in years.
  • Monthly Contribution: Additional amount added each month ($).
  • Compounding Frequency: How often interest is compounded (Monthly, Quarterly, Annually).

Outputs

  • Final Balance: The total value of the investment at the end of the term.
  • Total Interest: The total amount of interest earned.

Chart

  • Growth Chart: A line/area chart showing the growth of “Balance” vs. “Principal Invested” over time.

“Good to Know”

  • Compound interest allows your interest to earn interest, accelerating growth over long periods.
  • More frequent compounding (e.g., Monthly vs Annually) typically results in higher returns.
  • Regular contributions, even small ones, can significantly boost your final balance through dollar-cost averaging and compounding.

Examples

Example 1: High Yield Savings

  • Input:
    • Principal: $10,000
    • Rate: 4.5%
    • Time: 5 Years
    • Contribution: $200
    • Frequency: Monthly
  • Output:
    • Final Balance: ~$25,540
    • Total Interest: ~$3,540

Example 2: Long Term Investment

  • Input:
    • Principal: $5,000
    • Rate: 7%
    • Time: 20 Years
    • Contribution: $100
    • Frequency: Annually
  • Output:
    • Final Balance: ~$69,300
    • Total Interest: ~$40,300

Example 3: Short Term CD

  • Input:
    • Principal: $50,000
    • Rate: 5%
    • Time: 1 Year
    • Contribution: $0
    • Frequency: Monthly
  • Output:
    • Final Balance: ~$52,558
    • Total Interest: ~$2,558
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.