Finance

SIP Calculator

Plan your systematic investment program with monthly contributions and projected returns.

%
years

Future Value

₹23,23,391

Invested₹12,00,000
Est. Returns₹11,23,391
Future Value₹23,23,391

Based on ₹10,000 monthly investment at 12% annual return over 10 years.

What is the SIP Calculator?

A SIP calculator is a financial planning tool that projects the future value of regular, equal investments (usually monthly) in mutual funds. Unlike lump-sum investing, SIP spreads your investment across market cycles, reducing timing risk and allowing you to benefit from rupee-cost averaging. The calculator compounds your contributions monthly and applies a chosen annual return rate to show how much capital you'll accumulate.

How it works

Enter three inputs: monthly investment amount, time period in months, and expected annual return rate. The calculator applies monthly compounding using the future value formula for annuities: it divides the annual return rate by 12 to get the monthly rate, then compounds each month's investment separately as if invested on the first day of that month. The result shows your total principal invested, the wealth gained from returns, and the final value—all before tax and inflation adjustments.

FV = P × [((1 + r)^n - 1) / r] × (1 + r), where P = monthly payment, r = monthly interest rate (annual ÷ 12), n = number of months

FV is your final amount. P is your fixed monthly investment. The ratio (1 + r)^n − 1) / r accounts for compounding each payment over its remaining months. The final × (1 + r) adjusts because most SIPs invest at the start of each month, not the end.

Examples

InputResultNotes
₹10,000/month for 10 years (120 months) at 12% annual returnPrincipal: ₹12,00,000 | Returns: ₹3,87,000 | Total: ₹15,87,000Realistic middle-ground return for diversified equity mutual funds over a decade
₹5,000/month for 20 years (240 months) at 10% annual returnPrincipal: ₹12,00,000 | Returns: ₹13,63,000 | Total: ₹25,63,000Shows power of long-term compounding; returns exceed principal invested
₹20,000/month for 5 years (60 months) at 8% annual returnPrincipal: ₹12,00,000 | Returns: ₹2,16,000 | Total: ₹14,16,000Shorter horizon; lower return reflects higher debt/balanced fund exposure

How to use the SIP Calculator

  1. Enter your monthly investment amount (e.g. ₹5,000, ₹15,000, or your chosen sum)
  2. Set your investment duration in months (multiply years by 12; e.g., 10 years = 120 months)
  3. Choose an expected annual return rate as a percentage (8% for balanced, 10–12% for equity, 6% for debt)
  4. Click 'Calculate' to see your projected total value, principal, and returns separately
  5. Adjust any input to run scenarios—compare 10 years vs 15 years, or ₹5k/month vs ₹10k/month
  6. Review the results and note the inflation impact (₹1 today ≠ ₹1 in 10 years)

Benefits

  • See concrete numbers: know your expected wealth at retirement, not just hope it happens
  • Test 'what-if' scenarios instantly (higher monthly amount, longer time, different returns) to set realistic goals
  • Visualise compounding: watch how your returns grow faster in year 8–10 than year 1–2
  • Plan for major milestones (home down-payment, child education, retirement) with a target SIP amount
  • Reduce anxiety: understanding expected growth builds confidence in long-term investing discipline
  • Compare investments: run the same timeframe with different return rates to weigh fund types

Tips & common mistakes

Common mistakes

  • Using unrealistic return rates (assuming 20% when equity averages 10–12%, or ignoring that past performance ≠ future results)
  • Forgetting inflation: ₹25 lakhs in 20 years has less buying power than it seems today
  • Stopping the SIP early: missing even 2–3 years of compounding can cut your final wealth by 10–20%
  • Ignoring tax: long-term capital gains tax and dividend distribution tax will reduce your actual take-home amount

Tips

  • Use 10–12% for equity SIPs, 6–8% for hybrid/balanced funds, and 5–6% for debt funds as starting assumptions
  • Increase your monthly SIP by 5–10% yearly to keep pace with inflation and amplify compounding returns
  • Run separate calculations for each goal (home, education, retirement) to see which requires the highest monthly commitment
  • Add a 2–3% safety margin to inflation (e.g., if inflation is 5%, assume your buying power shrinks by 7–8%) when evaluating real wealth

Frequently asked questions

What is the difference between SIP and lump-sum investing?

SIP spreads your investment over months or years in equal amounts, buying more units when prices fall and fewer when prices rise—this is rupee-cost averaging. Lump-sum invests all money at once. SIP is less risky for beginners and works well in volatile markets; lump-sum can outperform in bull markets but carries timing risk.

Can I change my monthly SIP amount?

Yes. Most mutual fund schemes allow you to increase, decrease, or pause your SIP with a simple request to your fund house. Calculate each stage separately (e.g., ₹5k for 3 years, then ₹10k for 2 years) and add the final values together.

What return rate should I use?

Use 10–12% for large-cap/diversified equity funds, 8–10% for balanced funds, and 6% for debt funds. Check your chosen fund's 5-year or 10-year CAGR as a guide, but remember past returns do not guarantee future performance.

Does the calculator account for tax?

No. This tool shows gross returns. You'll owe 20% long-term capital gains tax (LTCG) on profits if you hold equity funds >1 year. Debt funds are taxed at your income tax slab. Deduct the tax manually from the 'returns' figure to find your actual take-home.

What if the market crashes during my SIP?

The calculator assumes a steady return rate, but real markets fluctuate. During downturns, your SIP buys more units at lower prices, which accelerates gains in recovery. This is why long-term SIPs (7+ years) typically weather crashes and come out ahead.

Can I use this for recurring deposits or fixed deposits?

Yes, with adjustments. For bank recurring deposits (RDs), use the fixed interest rate your bank offers (typically 5–7%). For fixed deposits, set 'months' to your FD tenure and 'return rate' to the FD rate; ignore the monthly payment field and multiply the result by how many FDs you buy.

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FreeTooz Editorial Team · Last reviewed July 2026

Reviewed for accuracy. Results are estimates for general information and are not professional (medical, financial or legal) advice.