SIP Calculator
Project a fixed or annually increasing SIP, compare a lower-return case and see inflation-adjusted value, yearly numbers and three interactive graphs.
Hover or focus a year to inspect its projected value.
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↗Explore detailed SIP analysisFixed comparison, downside graph, yearly schedule and purchasing powerOpen analysis
Year-by-year SIP scheduleMonthly amount, investment, projected corpus and today’s value—
| Year | Monthly SIP | Invested to date | Projected corpus | Today’s value |
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Rupee-cost averaging does not assure profit or prevent loss. Actual returns arrive unevenly; the selected fund can underperform or fall below the amount invested. Expense ratio, exit load and tax are not deducted separately from this illustration.
Educational projection only. Compare return assumptions, check the scheme’s Riskometer and review step-up affordability before investing.
A projection, not a promise
A SIP decides how and when money is invested. It does not decide what the market will return. Read the result as one possible path, compare a lower-return case and judge whether every planned contribution remains affordable.
What the calculator does each month
The step-up mode uses a month-by-month simulation rather than one averaged annual contribution.
Begin with the monthly amount and choose beginning- or end-of-month timing.
After every 12 instalments, the monthly amount rises by the selected percentage.
Balance = contribution + prior balance + illustrated growth
The ending corpus is translated into today’s purchasing power for context.
Solid examples you can reproduce
All examples use beginning-of-month contributions and a constant illustrative 12% annual return.
₹5,000 × 120 = ₹6 lakh invested
₹5,000 × 240 = ₹12 lakh invested
₹5,000 × 360 = ₹18 lakh invested
Increasing the ₹5,000 SIP by 10% each year for 15 years
The projection rises to about ₹43.42 lakh versus ₹25.23 lakh for a fixed SIP. But the step-up plan invests about ₹19.06 lakh in total and the monthly contribution reaches roughly ₹18,987 in the final year. The larger corpus is not free extra return—it is partly the result of investing substantially more money.
The brief downside view most projections omit
A smooth graph is useful for planning, but actual market returns do not arrive in a smooth line.
Rupee-cost averaging does not assure profit or prevent the fund from falling below the amount invested.
Actual gains and losses arrive unevenly. The same long-run average can produce a different lived experience.
Expense ratio is reflected in NAV; exit load and tax depend on the scheme, timing and investor.
If income does not rise as planned, later instalments may become unaffordable and the projected corpus will fall.
Use a range—not one magic return
Start with a conservative case, compare your base illustration and keep the built-in lower-return graph open. If the goal fails under a modestly weaker return, consider more time, a higher affordable contribution or a smaller target rather than simply raising the assumed return.
- Check the fund category and Riskometer
- Compare at least two return assumptions
- Review the final step-up instalment
- Keep emergency money outside the SIP
Choose the next tool for the next question
Avoid forcing one calculator to answer a different financial question.
SEBI labels calculator output as an illustration and states that stock-market returns cannot be predicted.
Open SEBI calculator ↗Review how SIP invests a fixed amount periodically and how rupee-cost averaging works before selecting a scheme.
Open AMFI guide ↗Related: What Is the Stock Market? · CAGR Calculator
