Finance

SIP Calculator

Enter monthly SIP, investment duration, and expected return to compare disciplined investing scenarios over time.

Quick SIP estimateEnter monthly SIP, return, and years to see the projected corpus. Use the breakdown only if you want milestone detail.
How much you can invest every month.
Use 12% if you just want a rough equity SIP estimate.

Estimated corpus

₹50,45,760

15 years at an expected 12% annual return

Total invested₹18,00,000
Wealth gained₹32,45,760

This is a planning estimate. Real market returns and tax outcomes will vary.

Wealth gained

₹32,45,760

Monthly rate 1.000%

Corpus after 10 years

₹23,23,391

Illustrative intermediate milestone

See corpus breakdownInvested amount, gains, and milestone view

SIP summary

Line itemAmount
Monthly investment₹10,000
Total invested₹18,00,000
Estimated value₹50,45,760
Wealth gained₹32,45,760

Invested vs growth

Invested₹18.00L
Growth₹32.46L
How this estimate works

Assumptions

  • Returns are compounded monthly using a fixed expected annual rate.
  • This estimate excludes taxes, fund expenses, and step-up contributions.

Watch-outs

  • Actual mutual fund returns are volatile and can differ materially from projections.

A SIP calculator is useful when it helps you think in years, not in one-month market noise

Most SIP decisions are not about whether the next month will be up or down. They are about whether the contribution is sustainable, how long the money will stay invested, and what return assumption is reasonable enough for planning without becoming fantasy.

This page helps you project monthly SIP growth, total invested amount, and estimated corpus over time. It is useful for long-range planning, goal sizing, and comparing contribution levels rather than for predicting market outcomes.

Use this for planning, not for promising a return

The return rate you enter is only an assumption. The calculator is strongest when you compare conservative and optimistic scenarios instead of trusting one projected corpus blindly.

What this page helps you decide

  • Projects corpus growth from a monthly SIP amount, annual return assumption, and time horizon.
  • Separates total money invested from estimated wealth gained so the contribution effect stays visible.
  • Helps compare different contribution levels and time horizons before you commit to a goal plan.

How to read a SIP projection

PointWhat you controlWhat is only an estimate
Cash flowMonthly SIP amountFuture return path
DisciplineHow long you stay investedMarket volatility and drawdowns
OutcomeTotal invested amountFinal corpus and wealth gain

What this estimate leaves out

  • It does not predict mutual fund returns or guarantee a future NAV outcome.
  • It does not account for taxes, fund-level risk, or irregular SIP pauses unless you reflect those in your assumptions.

Monthly investing and expected-return logic

The calculator assumes recurring monthly contributions and applies the chosen annualized return as a projection across the investment period. Earlier contributions get more time to compound, which is why consistency matters almost as much as headline return.

Because the return is only an assumption, the page is best used to compare scenarios such as 10 years vs 20 years or ₹5,000 vs ₹15,000 a month rather than to lock onto one exact corpus figure.

How SIP compounding is projected here

  • This tool assumes a fixed monthly SIP and a fixed expected annual return, compounded monthly.
  • It does not model taxes, exit loads, fund expenses, or step-up contributions.
  • Use the projection as a planning estimate, not as a return promise.

Examples

Long-horizon SIP for wealth building

  • Monthly SIP: ₹10,000
  • Horizon: 20 years at an assumed 12% annual return

This shows how a moderate monthly contribution can build into a meaningfully larger corpus when time stays on your side.

Shorter goal horizon with higher contribution

  • Monthly SIP: ₹25,000
  • Horizon: 8 years with a more cautious assumption

Useful when the real question is whether contribution size can offset a shorter investment window for a defined goal.

How to use this SIP Calculator

  1. Enter the monthly SIP you can realistically sustain, not the maximum number that looks attractive in a projection.
  2. Test more than one expected-return scenario so you can see how sensitive the outcome is to market assumptions.
  3. Use the result to size goals, then review the actual fund choice separately.

Common mistakes

  • Using an unrealistic return assumption and treating the output like a promise.
  • Ignoring the role of investment duration and focusing only on monthly amount.
  • Comparing SIP and lump sum without understanding that timing and market path can differ materially.

Edge cases and limitations

  • Real returns will vary from the projected path, especially over short periods.
  • Missed SIPs, stepped-up SIPs, or tax effects can change the actual outcome from the simplified estimate.

Methodology and review basis

Built and reviewed by Atul Sharma • Last updated 2026-04-04

This page projects SIP growth from monthly investing, time horizon, and assumed annual return. It is built for scenario planning and compounding intuition, not for forecasting actual market outcomes.

Sources used for this page

  • Standard SIP future-value projection logic
  • Practical investing context for Indian mutual-fund planning

Site-wide review standards live in the review methodology and sources policy.

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Questions that usually come up

What is SIP?
SIP stands for Systematic Investment Plan, where you invest a fixed amount regularly, usually every month, into a mutual fund.
Does this calculator guarantee the final corpus?
No. It is a projection tool based on the return assumption you enter. Actual mutual fund performance can be higher or lower.
Should I use one return assumption or several?
Several. The page becomes more useful when you compare conservative, base, and optimistic scenarios instead of trusting a single projection.
Can I compare SIP with lump sum investing?
Yes. Use this alongside the lump-sum calculator or the SIP-vs-lump-sum guide to see how the two approaches solve different jobs.
Why does time matter so much in SIP projections?
Because compounding works hardest on contributions made earlier. A long horizon often changes the result more than small tweaks in assumed return.