SIP Calculator India
Estimate the future value of monthly mutual fund investments using expected annual returns and investment tenure.
Plan long-term wealth
Adjust SIP amount, tenure and expected return to see how compounding can affect your future corpus.
Mutual Fund SIP Calculator
Enter monthly investment, expected return and tenure.
What is the SIP Calculator?
A SIP calculator helps you estimate the future value of regular monthly investments. SIP stands for Systematic Investment Plan, a method where a fixed amount is invested at regular intervals, usually every month. This tool is useful when you want to compare different monthly investment amounts, expected returns and investment periods before making a long-term plan.
The result is an estimate based on the amount you invest each month, the expected annual return and the number of years you continue investing. It shows the total amount invested, the estimated maturity value and the possible wealth gain. Because mutual fund returns are market-linked, the calculator should be used for planning and comparison, not as a guaranteed prediction.
This page is useful for beginners who want to understand how monthly investing and compounding work together. A longer investment period can make a major difference because each monthly installment gets time to grow, and earlier installments usually compound for longer than later installments.
How we calculate the result
Formula: FV = P x (((1 + r)^n - 1) / r) x (1 + r)
In this formula, FV means future value, P is the monthly SIP amount, r is the monthly expected return and n is the total number of monthly investments. If the annual return is 12%, the monthly rate is 12 / 12 / 100, or 0.01.
The expression ((1 + r)^n - 1) / r calculates the growth of a series of regular monthly payments. The final multiplication by (1 + r) assumes each monthly investment is made at the beginning of the period. The calculator then compares maturity value with total invested amount to show estimated gain.
When to use this calculator
Use this calculator for goal planning, monthly investment comparison, long-term wealth estimates and understanding how changing SIP amount or tenure affects maturity value.
Input tips for better results
Enter monthly investment, expected annual return and years. Use a realistic return range rather than a guaranteed assumption.
Compare conservative, expected and optimistic return rates to understand maturity range.
Limitations of this calculator
This SIP Calculator India is an educational estimate. It cannot replace official records, professional advice, medical advice, accounting documents, tax filings, lender statements or employer payroll records.
Practical example
Use SIP Calculator India to test more than one scenario before making a decision. Change one value at a time so you can see whether rate, amount, tax treatment, salary component, tenure or classification has the largest effect on the result.
Mistakes to avoid
Do not rely on old rates, rounded figures or incomplete assumptions. For tax, payroll, invoices, loans or investment decisions, compare the estimate with official documents before acting.
Frequently Asked Questions
Is SIP return guaranteed?
No. SIP returns depend on market performance and are not guaranteed.
What return should I enter?
You can enter an expected annual return based on your planning assumption, but it should not be treated as a promise.
Why does tenure matter so much?
Longer tenure gives more installments time to compound, which can increase the estimated maturity value significantly.
Helpful tips
- Enter monthly investment, expected annual return and years. Use a realistic return range rather than a guaranteed assumption.
- Compare conservative, expected and optimistic return rates to understand maturity range.
- Do not assume past fund returns will repeat exactly in the future.
- SIP returns are not guaranteed for market-linked investments. Actual returns can be higher or lower.
Before you rely on the result
SIP returns are not guaranteed for market-linked investments. Actual returns can be higher or lower. Keep the input values with the result so you can review the assumption later.