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Monthly investment
See how regular investments can grow over time.
Scenario A
Side-by-side comparison
Change an input to see the differenceHow this calculator works
Monthly investment: the basics
Estimate how a fixed monthly investment could grow, separating the money you contribute from the return assumed in your scenario.
How to use the inputs
- Monthly investment: Enter the same amount you plan to invest every month.
- Expected annual return: Enter an assumed annual percentage return, not a guaranteed result.
- Investment period: Choose a whole number of years from 1 to 60.
Change an input to update the results. Add up to four scenarios to compare separate assumptions; reset affects only the selected scenario.
Understanding the results
- Estimated future value includes all contributions and assumed growth.
- Total invested is your monthly amount multiplied by the number of months. Estimated returns are future value minus total invested.
- The chart samples the estimated value at each year-end. Each scenario uses its own inputs.
The formula, in words
Future value = M × ((1 + r) raised to n − 1) ÷ r.
M is the monthly contribution. R is the annual percentage entered (for example, 8 means 8%). The monthly decimal rate r = R ÷ 1200. Y is years and n = 12 × Y months.
At zero interest, future value = M × n. Total invested = M × n; estimated returns = future value − total invested.
Assumptions and limits
- Contributions arrive at the end of each month, so the final contribution earns no return before the end date. The starting balance is zero.
- The assumed annual percentage is divided by 12, then by 100; growth compounds monthly at a constant rate. This is not a conversion from an effective annual yield.
- No skipped or increasing deposits, withdrawals, taxes, fees or inflation are modeled. Input returns are limited to 0–50%, so this calculator does not model negative investment returns.
Currency results display whole units; other numbers show at most one decimal place. Calculations keep full precision unless whole units must be rounded up for break-even. Rounded figures may not add up exactly.
Examples below use USD and local number formatting. Country selection changes currency labels, formatting and terminology; it does not convert money or automatically apply local tax or lender rules.
Worked example
This fixed example uses the calculator’s default inputs; it does not change when you edit a scenario. Any example interest or return rate is an assumption, not a guaranteed outcome.
- Monthly investment
- USD 500
- Expected annual return
- 8%
- Investment period
- 20 years
There are 240 month-end deposits. Contributions are USD 500 × 240 = USD 120,000. Using r = 8 ÷ 1200 in the formula gives USD 294,510; subtracting contributions leaves USD 174,510 of assumed growth.
- Estimated future value
- USD 294,510
- Total invested
- USD 120,000
- Estimated returns
- USD 174,510
Common questions
Are deposits made at the beginning of the month?
No. This model deposits at month-end. Beginning-of-month deposits would earn one extra month of growth and produce a different estimate.
What happens with a 0% return?
There is no growth: the result is simply your monthly contribution multiplied by the number of months.
Does the SIP name mean a particular investment is recommended?
No. SIP is the monthly-investment terminology used for India here. The calculator does not select an investment, promise returns or apply a tax treatment.
More ways to work the numbers
Find total return and the smoothed annual growth rate between two investment values.
↗ Inflation calculatorEstimate future prices and the purchasing power of unchanged money under an assumed inflation rate.
↗ Compound interestExplore the long-term growth of a one-time investment.
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