SIP Calculator – Plan Your Systematic Investments
Use this free SIP calculator to see how a fixed monthly investment can grow over time. Enter your monthly contribution, expected annual return and investment period in years. The tool uses the standard future value of annuity formula to show your total investment, estimated gains and maturity amount—so you can set realistic goals and compare different scenarios without signing up or sharing any data.
SIP Calculator
Estimate the future value of a Systematic Investment Plan (SIP) by entering your monthly contribution, expected annual return and investment duration in years.
How the SIP calculator formula works
The calculator uses the future value of an ordinary annuity formula. Each monthly contribution is treated as a payment that compounds at the expected monthly return rate until the end of the tenure. The formula is:
FV = C × ((1 + r)n − 1) × (1 + r) ÷ r
- C = monthly contribution (SIP amount)
- r = monthly rate (annual expected return ÷ 12 ÷ 100)
- n = total number of months (years × 12)
Because each contribution stays invested for a different number of months, the earlier ones benefit from compounding longer. The result is the sum of the future values of all contributions. Total gain is then future value minus total contribution.
Understanding SIP and why the calculator helps
A Systematic Investment Plan (SIP) is a way of investing a fixed sum at regular intervals—usually every month—into a mutual fund or similar product. Instead of trying to time the market with a large lump sum, you spread your investments over time. That approach can reduce the impact of buying at a single high point: when prices drop, the same monthly amount buys more units; when they rise, you buy fewer. Over many years, this rupee cost averaging, combined with compounding, can help build a sizeable corpus even if you start with a modest monthly amount.
A SIP calculator does not invest your money; it illustrates what could happen if your investments grew at a constant rate. You plug in the amount you can set aside each month, how many years you plan to stay invested and an expected annual return. The tool then shows the total you would have put in, the estimated gain and the final maturity value. That helps you answer questions like: "If I invest ₹5,000 per month for 15 years at 10% return, how much might I get?" or "How much do I need to invest monthly to reach ₹50 lakh in 20 years?" By tweaking the numbers, you can align your SIP with goals such as retirement, a child's education or a down payment.
The power of compounding is central to SIP. Early contributions have more time to earn returns, and those returns themselves earn returns in later years. So a SIP that runs for 20 years does not simply add 20 times your annual contribution—the final value is usually much higher because of growth on growth. The calculator makes this visible: compare a 10-year SIP with a 20-year SIP at the same monthly amount and rate, and you will see how extra tenure can significantly increase the maturity amount. That is why starting early and staying invested for the long term is often emphasised in SIP-based planning.
The calculator is useful for anyone considering or already running a SIP: first-time investors who want to see how small monthly sums can grow, experienced investors comparing different tenures or return assumptions, and parents or savers planning for a specific future goal. Because the tool runs in your browser and does not store your inputs, you can try many scenarios—conservative and optimistic returns, different amounts and tenures—without any commitment.
You can also use it to compare SIP with a one-time lumpsum. If you have a chunk of money today, our Lumpsum Calculator shows how that could grow at a given rate; the SIP calculator shows the path when you invest the same total amount in equal monthly instalments. In strong uptrending markets, lump sum often leads to a higher final value because the full amount compounds from day one. In volatile or falling markets, SIP can smooth your average purchase price. Running both tools with the same rate and horizon helps you understand the trade-off and choose an approach that fits your cash flow and risk comfort.
Remember that the result is only a projection. Actual mutual fund returns vary with market conditions, fund performance, expense ratios and taxes. Use the output as a planning aid, not a guarantee. Read the fund's offer document and, if needed, seek advice from a qualified financial adviser before investing.
