EasyCalEasyCal
📊
Mutual funds

SIP calculator

Estimate maturity value, total invested, and wealth gain from a monthly SIP—same layout as our EMI calculators.

SIP inputs

Monthly amount, horizon & expected return

Live

Quick add (monthly)

Maturity value

Est.

₹0

Illustrative corpus at the assumed return—not guaranteed.

💰

Total invested

₹0

📈

Wealth gain

~0% on contributions

₹0

📋

Final value

Invested + gain

₹0

Visual insights

Interactive charts — hover for details.

Corpus over time

Year-end value

Invested vs gain

Share of maturity value

Cumulative wealth gain

By year

Smart insights

High-signal takeaways from your current numbers.

⏱️

Time in the market

Longer horizons give compounding more years to work—small monthly amounts can grow meaningfully if returns align with assumptions.

⚖️

Return assumption

A change of even 1–2% in assumed annual return can materially change the final corpus—stress-test with conservative estimates.

Year-wise breakdown

YearInvested (₹)Gain (₹)Total (₹)

Export

Download CSV, PDF snapshot, or print this view.

Deep guide · India

SIP calculator India — scenario story for your inputs

Invest ₹47,000 every month for 24 years at 10% (illustrative), and the corpus lands near ₹5,63,81,467.

You invest ₹47,000 every month for 24 years and assume a flat 10% annual return (illustrative only). On that basis you contribute ₹1,35,36,000 in total and end near ₹5,63,81,467 — about ₹4,28,45,467 in estimated gains before costs and taxes.

A SIP is discipline, not a product: you commit a fixed amount on a schedule so investing happens whether or not the news is noisy. The numbers below translate that habit into total invested, estimated growth, and an ending balance under one return assumption. Markets move; use the rate as a scenario, not a forecast.

The breakdown and tables sketch the trade-offs — longer tenure adds time for growth; a higher instalment deploys more capital. Before big decisions, rerun with a lower return and see what still feels acceptable.

Calculation breakdown

  • Total invested (principal via SIP): ₹1,35,36,000 across 24 years.
  • Estimated returns (growth component): ₹4,28,45,467 — about 317% of what you invested, under the stated assumption.
  • Estimated final value: ₹5,63,81,467 (invested + estimated returns).

Scenario comparison (tenure & amount)

Same SIP, different horizons

Holding monthly contribution and rate constant, here is how maturity changes at 5, 10, 15, and 20 years.

TenureTotal investedEst. returnsEst. maturity
5 years₹28,20,000₹8,49,872₹36,69,872
10 years₹56,40,000₹40,67,945₹97,07,945
15 years₹84,60,000₹1,11,82,440₹1,96,42,440
20 years₹1,12,80,000₹2,47,07,755₹3,59,87,755

Same tenure, different monthly amounts

Roughly ±15–25% around ₹47,000 per month — useful for “what if I step up my SIP?” thinking.

ScenarioMonthly SIPTotal investedEst. maturity
-25% vs base SIP₹35,250₹1,01,52,000₹4,22,86,100
-15% vs base SIP₹39,950₹1,15,05,600₹4,79,24,247
15% vs base SIP₹54,050₹1,55,66,400₹6,48,38,687
25% vs base SIP₹58,750₹1,69,20,000₹7,04,76,833

Benefits of SIP-style investing

  • Compounding runway: Regular investments increase the time your money spends growing — the core engine behind the numbers above.
  • Discipline: Automation reduces the temptation to time markets based on noise.
  • Rupee averaging (conceptually): Buying across months can smooth entry prices compared to one-off lumps (though it is not risk elimination).

Comparison: SIP vs fixed-income (illustrative FD returns)

To compare mental models, consider an illustrative fixed-income return of 7% used only as a contrast — not a quote: at the same ₹47,000 monthly for 24 years, a simplistic FD-style path would imply a maturity near ₹3,51,67,364 under that alternate assumption. Equity SIPs are not FDs; this contrast explains why people compare “SIP vs FD” even though risk profiles differ.

Tips & insights from your results

  • You are turning each rupee invested into about 4.17x ending corpus under the illustration (₹5,63,81,467 vs ₹1,35,36,000).
  • Your estimated gain ratio is 3.17x of invested principal in returns terms — a useful gut-check for long horizon planning.
  • If your actual funds deliver lower future returns, the maturity falls quickly — sensitivity is why we show multiple tenures and amount scenarios.

Frequently asked questions

Is SIP safe for 24 years?
SIP is a method (regular investing), not a guarantee. Over 24 years, risk depends on the underlying funds and asset mix. Longer horizons can help smooth volatility, but you can still face drawdowns — use this SIP calculator India tool as a planning illustration, not a promise.
What happens if I increase my SIP from ₹47,000?
Raising your monthly amount increases total invested capital and usually increases the final corpus if return assumptions hold. Try nearby scenarios via the internal links below (for example ₹56,400 per month) to see how sensitive outcomes are.
How is 10% return used here?
We use 10% as a single illustrative annual return for quick comparison. Real mutual fund SIP returns vary by year. For conservative planning, repeat the calculation with a lower rate in the calculator above.
SIP vs FD — what is the trade-off?
Fixed deposits are closer to a fixed-income return profile (illustrated here at 7% for contrast only). Equity-oriented SIPs may target higher long-term growth but with higher volatility. Use both tools: SIP calculator India for growth planning and FD calculator for capital preservation context.
Does this include taxes or charges?
Not in this estimate. STT, stamp duty (where applicable), capital gains tax rules, and expense ratios can change net results. Treat the output as a planning number, then validate with your advisor.
Can I change tenure from 24 years?
Yes — tenure changes both total invested and compounding window. The scenario table below shows 5/10/15/20-year outcomes for the same monthly SIP and rate assumption.
Why does compounding matter in SIP?
Each installment runs its own clock inside the portfolio growth assumption. That is why starting early and staying consistent often dominates timing the market — especially when you reinvest gains under the same assumption set.

Internal linking — explore related SIP calculator pages

Explore nearby scenarios on EasyCal — each link opens a calculator page with matching inputs (programmatic SEO).

Mutual fund investments are subject to market risks. This article uses fixed illustrative returns for education and SEO context; it is not investment advice.