SIP Return Calculator

SIP Return Calculator

Calculate SIP Returns, Investment & Future Value

satishgodara496
@satishgodara496
Published on Nov 3, 2026
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About SIP Return Calculator

se our SIP Return Calculator to estimate how much your regular monthly investments could grow over time. Enter your monthly SIP amount, expected annual return and investment duration to calculate your total investment, estimated returns and future value. The calculator is designed for investors who want a quick way to understand the potential growth of a monthly SIP investment through the power of compounding. Our SIP Return Calculator requires three basic inputs: Monthly SIP Investment: The amount you plan to invest every month. Expected Annual Return: The annual return assumption you want to use for the calculation. Investment Duration: The number of years you plan to continue your SIP. After entering these details, the calculator estimates your investment value using monthly compounding. Example Suppose you invest: Monthly SIP: ₹5,000 Expected annual return: 12% Investment duration: 10 years Your total contribution would be: ₹5,000 × 12 × 10 = ₹6,00,000 At an assumed 12% annual return, the calculator estimates the potential future value and separates it into: Total Investment + Estimated Returns = Estimated Future Value The result is an illustration rather than a guarantee of what an actual mutual fund investment will be worth. How Does a SIP Return Calculator Work? The calculator uses the monthly SIP amount, expected annual return and number of months to estimate the future value. For a monthly SIP, the commonly used mathematical formula is: FV = P × [((1 + r)^n − 1) × (1 + r)] / r Where: FV = Estimated future value P = Monthly SIP investment r = Monthly rate of return n = Total number of monthly investments The monthly rate is calculated by dividing the assumed annual return by 12. For example, an assumed annual return of 12% gives a monthly rate of: 12% ÷ 12 = 1% per month The calculator then applies the assumed monthly growth over the selected investment period.

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