SIP Calculator

See what a monthly investing habit grows into — amount, tenure and expected return in, invested value, returns and total corpus out.

Year-wise growth
Year Invested Value at year end
1 ₹1,80,000 ₹1,95,317
2 ₹3,60,000 ₹4,22,032
3 ₹5,40,000 ₹6,85,192
4 ₹7,20,000 ₹9,90,656
5 ₹9,00,000 ₹13,45,225
6 ₹10,80,000 ₹17,56,793
7 ₹12,60,000 ₹22,34,522
8 ₹14,40,000 ₹27,89,049
9 ₹16,20,000 ₹34,32,717
10 ₹18,00,000 ₹41,79,859
11 ₹19,80,000 ₹50,47,107
12 ₹21,60,000 ₹60,53,769
13 ₹23,40,000 ₹72,22,257
14 ₹25,20,000 ₹85,78,584
15 ₹27,00,000 ₹1,01,52,946

What is a Systematic Investment Plan (SIP)?

A Systematic Investment Plan (SIP) is a disciplined investment methodology offered by mutual fund houses that allows individuals to invest a predetermined, fixed sum of money at regular intervals—typically monthly—into a selected mutual fund scheme. Instead of attempting to time market peaks and troughs with irregular lump sums, a SIP automates your wealth creation by harnessing the twin principles of rupee cost averaging and compound interest.

Over extended time horizons, consistent monthly allocations accumulate units across varying market cycles: acquiring more units during market contractions and fewer units during rallies. This automated discipline removes emotional bias from investing and turns economic volatility into a long-term compounding engine.

How the monthly compounding mechanism works

In mutual fund SIPs, compounding does not operate via guaranteed periodic interest credits as in bank deposits; rather, it manifests through the reinvestment of underlying scheme earnings and the appreciation of Net Asset Value (NAV). Each individual monthly instalment operates as a separate mini-investment that compounds for its remaining tenure.

Because mutual funds calculate unit balances dynamically, mainstream financial models and this calculator apply the standard annuity-due convention. Under this convention, every monthly deposit is credited at the beginning of the investment period and compounds continuously across the subsequent months until target redemption.

The SIP Future Value formula

FV = P × [ ( (1 + i)ⁿ − 1 ) ÷ i ] × (1 + i)

  • FV — Future Value (the total projected maturity corpus)
  • P — Monthly instalment amount deposited at each interval (in ₹)
  • i — Periodic interest rate per compounding period (r ÷ 1200, where r is the annual expected return percentage)
  • n — Total number of monthly instalments invested (Tenure in years × 12)
  • (1 + i) — The annuity-due factor accounting for beginning-of-month investment timing

Worked example: Building a ₹1 Crore corpus

Consider an investor depositing ₹10,000 every month into a diversified equity fund delivering an expected long-term return of 12% per annum over an investment tenure of 20 years (240 months):

  • Monthly instalment (P): ₹10,000
  • Monthly return rate (i): 12 ÷ 1200 = 0.01
  • Total instalments (n): 240 months
  • Total capital invested: ₹10,000 × 240 = ₹24,00,000
  • Estimated capital growth / wealth gained: ₹75,91,480
  • Total maturity corpus (FV): ₹99,91,480 (~₹1.00 Crore)

Remarkably, the accumulated capital growth accounts for over 75.9% of the total maturity value, illustrating how prolonged time horizons amplify compound gains well beyond the initial principal invested.

SIP Growth Projections Across Tenures (at 12% p.a.)

Monthly SIP 5 Years 10 Years 15 Years 20 Years
₹5,000 ₹4,12,432 ₹11,61,695 ₹25,22,880 ₹49,95,740
₹10,000 ₹8,24,864 ₹23,23,391 ₹50,45,760 ₹99,91,480
₹15,000 ₹12,37,296 ₹34,85,086 ₹75,68,640 ₹1,49,87,220
₹25,000 ₹20,62,160 ₹58,08,477 ₹1,26,14,401 ₹2,49,78,700
₹50,000 ₹41,24,320 ₹1,16,16,954 ₹2,52,28,802 ₹4,99,57,400
Projections computed using the monthly annuity-due compound formula at 12% p.a. constant return. Mutual fund investments are subject to market risks.

Rupee Cost Averaging vs Market Timing

Attempting to time entry and exit points in equity markets requires predicting macroeconomic cycles, geopolitical developments, and institutional liquidity flows—an exercise where even veteran fund managers frequently falter. Systematic investing bypasses this dilemma entirely via rupee cost averaging.

When market indices correct, your fixed monthly debit purchases a higher quantity of mutual fund units at lower NAVs. Conversely, during bull runs, fewer units are bought at higher NAVs. Over multi-year horizons, this automatically drives down your average acquisition cost per unit, ensuring superior risk-adjusted internal rates of return (XIRR) without requiring cash reserves to sit idle waiting for market dips.

Taxation of Mutual Fund SIPs (Budget 2024 Updates)

Taxation on mutual fund SIP redemptions follows specific statutory rules established under the Income Tax Act, 1961, as amended by Finance (No. 2) Act, 2024:

  • Equity-Oriented Funds: Units held for greater than 12 months qualify as Long-Term Capital Gains (LTCG) and are taxed at 12.5% on gains exceeding the aggregate exemption limit of ₹1,25,000 per financial year. Redemptions within 12 months qualify as Short-Term Capital Gains (STCG) and are taxed at a flat rate of 20%.
  • First-In First-Out (FIFO) Rule: Because SIPs consist of staggered monthly purchases, each individual instalment has its own holding period. When partial redemptions are initiated, units purchased earliest are deemed to be sold first for capital gains computation.
  • Specified Debt Mutual Funds: For mutual fund schemes investing less than 35% in domestic equities acquired on or after April 1, 2023, all capital gains are deemed short-term under Section 50AA and taxed at the investor's applicable marginal income tax slab rate, regardless of holding period.

Frequently Asked Questions on SIP Investing

Clear answers on compounding mechanics, statutory tax provisions, SIP mandates, and strategic wealth accumulation.

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