SIP Calculator with Inflation Adjustment
Project a monthly SIP and see the corpus in today's money, not just future rupees — plus the LTCG payable and a year-wise table.
Total Invested
₹6,00,000
Wealth Gain
₹5,61,695
Future Value
₹11,61,695
Worth in today's money, at 6% inflation
after 10 years
₹6,48,685
The ₹11,61,695 above is a future-rupee figure. Priced in what money buys today it is ₹6,48,685 — inflation accounts for ₹5,13,011 of the headline number. Compare your goal against this figure, not the one above it.
Estimated tax if redeemed in one financial year
₹54,587
On equity funds held over a year, the first ₹1.25 lakh of long-term gains in a financial year is exempt and the rest is taxed at 12.5%. Your gain of ₹5,61,695 leaves ₹54,587 payable, so ₹11,07,108 reaches your account. Redeeming across several financial years uses the exemption more than once and reduces this.
Invested vs Returns
Invested 51.6% · Returns 48.4%
Year-Wise Growth
| Year | Invested | Value | Gain | In Today's Money |
|---|---|---|---|---|
| 1 | ₹60,000 | ₹64,047 | ₹4,047 | ₹60,421 |
| 2 | ₹1,20,000 | ₹1,36,216 | ₹16,216 | ₹1,21,232 |
| 3 | ₹1,80,000 | ₹2,17,538 | ₹37,538 | ₹1,82,649 |
| 4 | ₹2,40,000 | ₹3,09,174 | ₹69,174 | ₹2,44,895 |
| 5 | ₹3,00,000 | ₹4,12,432 | ₹1,12,432 | ₹3,08,193 |
Why one number cannot describe a market-linked investment
This calculator applies the same return every month for the whole period. No equity fund has ever done that. What it produces is not a forecast — it is the answer to a narrower question: if returns averaged exactly this much, and arrived perfectly evenly, here is what the arithmetic gives.
That distinction matters more than it sounds, because the order in which returns arrive changes the result even when the average is identical. Here are two ten-year sequences for a ₹5,000 monthly SIP. Both average 8.8% a year. Both contain exactly the same ten annual returns, only reversed.
| Sequence | Annual returns | Final value |
|---|---|---|
| Strong early years, weak later | +30, +25, +20, +15, +10, +5, 0, −5, −10, −2 | ₹6.86 lakh |
| Weak early years, strong later | −2, −10, −5, 0, +5, +10, +15, +20, +25, +30 | ₹13.69 lakh |
Twice the money, from the same average return. The reason is that an SIP has very little invested in year one and the most invested in year ten, so late returns act on a far larger balance. Good years early apply to almost nothing; bad years early are cheap. This is sequence risk, and it runs the opposite way for someone drawing money down in retirement, where an early crash is the dangerous one.
The practical read: a single figure from any SIP calculator, including this one, is the midpoint of a wide range and not a promise. Treat it as a planning benchmark you revisit, not a number to build a commitment around.
The inflation field is the one people skip, and it changes the answer most
At the defaults — ₹5,000 a month, 12%, 10 years — this tool returns ₹11.62 lakh against ₹6 lakh invested. That figure is in rupees of the year 2036. At 6% inflation it buys what ₹6.49 lakh buys today. Inflation quietly takes ₹5.13 lakh of the headline, which is more than the entire ₹5.62 lakh gain the calculator is celebrating.
This is why goals set in today's prices go wrong. A ₹25 lakh corpus for a child's education sounds like it covers a course that costs ₹25 lakh now. Fifteen years out, at 6%, it covers roughly ₹10.4 lakh of it. The tool above now shows the deflated figure alongside the nominal one, and the year-wise table carries a today's-money column, so you can compare a goal against the number that actually answers it.
One arithmetic caution. It is tempting to handle inflation by entering a "real" return of 12% − 6% = 6% instead. That understates the erosion: it gives ₹8.08 lakh where the correct answer is ₹6.49 lakh. Inflation compounds against your whole balance, not just the return, so the right operation is to deflate the final figure — which is what the field above does.
What a step-up actually buys you
Step-up SIPs get described as though the increase is close to free. It is not — it is mostly you contributing more money. Over 20 years at 12%:
| Plan | You invest | You end with |
|---|---|---|
| Flat ₹5,000 for 20 years | ₹12.00 lakh | ₹49.96 lakh |
| ₹5,000 with 10% annual step-up | ₹34.37 lakh | ₹99.44 lakh |
The corpus roughly doubles, which is real. But you put in ₹22.37 lakh more to get ₹49.49 lakh more — a multiple of 2.21×, noticeably worse than the 4.16× the flat SIP achieves on its ₹12 lakh. That is expected, not a flaw: step-up money arrives later, so it compounds for fewer years. A 10% step-up also means your monthly outgo in year 20 is ₹30,600, not ₹5,000. Check that against a realistic income path before assuming you will sustain it.
The honest case for a step-up is not returns, it is that a flat SIP shrinks in real terms every year. ₹5,000 a month in 2026 is ₹2,790 of purchasing power by 2036 at 6%. Stepping up roughly in line with inflation keeps your contribution constant in real terms rather than growing it.
Costs this does not deduct
The return you enter should be net of the fund's expense ratio, and most people enter a gross figure instead. The gap compounds: ₹5,000 a month for 20 years returns ₹49.96 lakh at 12% but ₹43.68 lakh at 11%. One percentage point of fees costs ₹6.28 lakh, 12.6% of the corpus.
Direct plans of the same scheme carry a lower expense ratio than regular plans. Also absent here: exit load on early redemption, and stamp duty on purchase.
Tax, as of FY 2026-27
On equity-oriented funds held more than 12 months, the first ₹1.25 lakh of long-term gains in a financial year is exempt and the balance is taxed at 12.5%. Held under 12 months, short-term gains are taxed at 20%.
Each SIP instalment has its own holding period, so redeeming everything at once means your last twelve instalments are still short-term. Debt funds bought after 1 April 2023 are taxed at your slab rate regardless of holding period. Rates change with each Budget — check the current position before acting.
Choosing a return figure without fooling yourself
The 12% default is a convention, not a finding. It is roughly in line with long-run Indian equity index returns, but any specific decade can land well above or below it, and the shorter your horizon the less an average means. Three habits help:
- Run the number twice — once at your expected rate and once four or five points lower — and check whether the goal still works in the pessimistic case. If it only works at 12%, it is not a plan.
- Use a lower figure for shorter horizons. Over five years, equity has a realistic chance of finishing negative; over twenty, much less so.
- Never take a fund's trailing three-year return as your input. Trailing returns are highest right after a strong run, which is exactly when the next few years tend to disappoint.
If you are comparing this against a fixed-return instrument, the EMI calculator works through the reducing-balance arithmetic on the borrowing side — worth a look if you are weighing whether to invest a surplus or prepay a loan with it.
Nothing here is investment advice, and this tool is not a substitute for a scheme document. Mutual fund investments carry market risk; the value can fall as well as rise, and past returns do not indicate future ones. Your inputs stay in your browser and are not sent to ToolMintX.
How to Use
Enter the amount you invest each month.
Set an expected annual return, net of the fund’s expense ratio rather than the gross figure.
Choose the duration in years.
Optionally add an annual step-up % if you plan to raise the amount each year.
Set expected inflation to see the corpus in today’s purchasing power — the figure your goal should be compared against.
Features
Common Questions
Project a monthly SIP and see the corpus in today's purchasing power, not only in future rupees. Enter your monthly amount, expected return, duration, an optional annual step-up and expected inflation to get the nominal corpus, the inflation-adjusted figure, estimated long-term capital gains tax at FY 2026-27 rates, and a year-wise table. The guide below covers sequence risk — why the same average return in a different order produced ₹6.86 lakh versus ₹13.69 lakh in a worked example — what a step-up actually costs you in contributions, and the expense-ratio drag most people forget to subtract. Runs in your browser.
About SIP Calculator
Estimate the future value of a monthly SIP, with the one figure most calculators leave out: what the corpus is worth in today's purchasing power. At ₹5,000 a month and 12% for ten years the projection is ₹11.62 lakh, but at 6% inflation that buys what ₹6.49 lakh buys now — and goals are set in today's prices. Also shows estimated long-term capital gains tax at FY 2026-27 rates, supports an annual step-up, and gives a year-wise table with a today's-money column.
Also known as: mutual fund sip, sip returns, investment calculator, sip return calculator.
Processing Note
SIP Calculator runs in your browser, so the input you enter is processed locally on this page and is not uploaded to a ToolMintX account.
Tool Limits
Finance calculators explain arithmetic and estimates. They are not professional financial, tax, legal, investment, or accounting advice.
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