SIP Calculator: Nominal, Real and Post-Tax Corpus
Project your mutual fund SIP maturity, then see the two figures most tools hide: what it is worth after inflation and what is left after LTCG tax.
Compounding Growth Model: Nominal to Real and Post-Tax Value
Enter your monthly amount, return and tenure to see the maturity, its real value and the post-tax corpus.
What Your SIP Is Really Worth, Not Just the Headline
A Systematic Investment Plan, or SIP, is the most popular way Indians build wealth, letting you invest a fixed amount in a mutual fund every month and harness the power of compounding over years. When you run a SIP through a calculator, the number that jumps out is the maturity value, often an impressive figure that makes disciplined monthly investing look almost magical.
But that headline number, the nominal corpus, is not what the money will actually be worth to you when you need it.
Two forces stand between the projected maturity and your real spending power, and most SIP calculators ignore both. The first is inflation, which erodes the purchasing power of money over the long tenures that SIPs run. A corpus of fifty lakh in fifteen years will not buy fifty lakh worth of today goods; it may buy barely half that.
The second is tax, because gains from equity mutual funds attract long-term capital gains tax at redemption, which reduces the amount that actually reaches your account. A projection that shows only the nominal figure quietly overstates what you will really have.
This calculator is built to tell the honest, three-layer story. It projects your nominal maturity using the standard SIP formula that every calculator uses, so you see the headline growth. Then it shows the inflation-adjusted real value, what that corpus is worth in today money, so you can plan against genuine purchasing power.
Finally, it estimates the post-tax corpus after long-term capital gains tax, so you know what actually lands in your account. Seeing all three together transforms a rosy projection into a realistic plan.
This matters because goals are set in today money. When you plan for a child education, a home, or retirement, you think in terms of what things cost now, but your SIP matures years later in inflated rupees that buy less. If you plan only around the nominal figure, you risk falling short of your real goal.
By showing the real and post-tax values alongside the nominal, this calculator helps you invest enough to actually reach your target, not just to hit an impressive-looking number that inflation and tax will quietly shrink.
It helps to understand why this honest framing changes investor behaviour. The nominal maturity is the number that gets quoted in advertisements and shared on social media, because a large figure makes SIP investing look effortless and lucrative. But that framing can lull an investor into complacency, believing a modest SIP will comfortably fund a major goal, when in real, after-tax terms it may fall well short.
Seeing the real and post-tax values alongside the nominal restores a truthful perspective, prompting you to invest more, start earlier, or step up your contributions so that the money you can actually spend meets your genuine need.
There is also a behavioural benefit to seeing the wealth gained separately from the amount invested. The calculator shows that a large part of your final corpus comes not from your own contributions but from the returns compounding on them. This makes the value of patience tangible: the longer you stay invested, the more of your corpus is free growth rather than your own money.
For a fifteen or twenty year SIP, the wealth gained can be two or three times what you put in, which is a powerful motivation to keep investing through the inevitable market ups and downs rather than abandoning the plan.
How Does a SIP Grow Through Compounding?
A SIP grows through the power of compounding, where each monthly investment earns returns, and those returns themselves earn further returns over time. Unlike a lump sum, where the whole amount compounds from day one, a SIP invests a fresh sum each month, so each instalment compounds for a different length of time.
The first instalment compounds for the full tenure, the last for just one month, and everything in between for a decreasing period.
The calculator uses the standard future value of a recurring investment formula. The maturity equals the monthly amount multiplied by the quantity one plus the monthly rate raised to the power of the number of months, minus one, divided by the monthly rate, all multiplied by one plus the monthly rate.
The monthly rate is the annual expected return divided by twelve, and the number of months is the tenure in years times twelve. This formula sums up the compounded value of every monthly instalment, giving the total corpus at maturity.
The striking feature of compounding is how the growth accelerates in the later years. In the early years, your corpus is small and grows modestly, but as it builds, the returns on the accumulated amount start to dwarf your monthly contributions. This is why staying invested for the long term matters so much: the biggest gains come in the final years, and cutting a SIP short forfeits exactly the period when compounding is working hardest.
A SIP that runs twenty years produces far more than twice what a ten year SIP produces at the same monthly amount, because those extra years are the most powerful.
This also explains why starting early is the single most valuable thing an investor can do. A person who starts a SIP at twenty-five and stops at thirty-five can end up with more than someone who starts at thirty-five and invests until sixty, because the early years give compounding the longest runway.
Time in the market, rather than the amount invested, is often the biggest driver of the final corpus, which is why the calculator lets you see how the tenure dramatically changes the outcome.
Why Inflation and Tax Shrink Your Real Corpus
The nominal maturity value is the number SIP calculators celebrate, but two adjustments reveal what it is genuinely worth. The first is inflation. Over the long tenures that SIPs run, inflation steadily erodes purchasing power, so a rupee at maturity buys much less than a rupee today. To find the real value, the calculator divides the nominal corpus by one plus the inflation rate raised to the power of the number of years.
At six percent inflation over fifteen years, a fifty lakh corpus is worth only around twenty-one lakh in today money, less than half the headline figure.
Understanding this is essential for goal planning, because your goals are priced in today rupees. A target of one crore for retirement means one crore of today purchasing power, but if you plan a SIP to reach one crore nominally in twenty years, inflation will have shrunk its real worth to a fraction of that.
Planning against the real value ensures you invest enough to actually meet your goal, rather than reaching a nominal figure that falls short in real terms.
The second adjustment is tax. Gains from equity mutual funds are subject to long-term capital gains tax, currently at 12.5 percent on gains above an exemption of 1.25 lakh rupees in a financial year, applied when you redeem your units. Because a SIP builds up large gains over many years, the tax at redemption can be substantial, reducing the amount that actually reaches your account.
The calculator estimates this tax on the total gains and shows your post-tax corpus, so you know the real net figure rather than the pre-tax projection that most tools present.
Together, inflation and tax mean the money you can actually spend is considerably less than the headline maturity. A projection that ignores both can lead you to under-invest, believing you are on track when the real, after-tax value falls short of your goal.
By making both adjustments visible, the calculator gives you a truthful basis for planning, encouraging you to invest enough that your real, post-tax corpus, not just the nominal figure, meets your needs.
A subtle but important point about the tax adjustment is that the exemption applies per financial year, which opens a planning opportunity. Because the 1.25 lakh exemption on long-term capital gains resets each financial year, an investor who redeems in stages across several years can use the exemption multiple times, shielding more of the gains from tax than a single lump-sum redemption would.
This is called tax harvesting, and it can meaningfully increase the post-tax corpus for a large SIP. The calculator estimates the tax on the total gain as if redeemed together, which is the conservative case, so your actual post-tax figure may be a little better if you plan your redemptions across financial years.
Finally, it is worth understanding that a SIP does not earn interest in the way a fixed deposit does. Instead, your money buys units of a mutual fund at the prevailing net asset value, and your returns come from the growth in that net asset value over time, plus any dividends reinvested. This is why SIP returns are not fixed or guaranteed: they rise and fall with the market value of the fund holdings.
The calculator applies an assumed average annual growth rate to model this, but in reality the value of your units fluctuates daily, which is exactly why a long horizon and the discipline to stay invested through volatility matter so much to the eventual outcome.
SIP Growth by Tenure and Return: 2026 Reference
The first table shows how a ten thousand rupee monthly SIP grows over different tenures at a twelve percent assumed return, illustrating the accelerating power of compounding over time.
| Tenure | Invested | Maturity | Wealth gained |
|---|---|---|---|
| 5 years | 6,00,000 | 8,25,000 | 2,25,000 |
| 10 years | 12,00,000 | 23,23,391 | 11,23,391 |
| 15 years | 18,00,000 | 50,45,760 | 32,45,760 |
| 20 years | 24,00,000 | 99,91,479 | 75,91,479 |
| 25 years | 30,00,000 | 1,89,76,351 | 1,59,76,351 |
The second table summarises the key SIP facts and rules the calculator relies on, current for 2026.
| Fact | Detail |
|---|---|
| Growth mechanism | Compounding on each monthly instalment |
| Realistic equity return | 10 to 15 percent long term |
| LTCG tax on equity funds | 12.5 percent on gains above 1.25 lakh a year |
| Projection basis | Pre-tax, steady assumed return |
| Real returns | Vary year to year with the market |
| Flexibility | Pause, stop or change amount anytime |
| Best practice | Plan against real, post-tax value |
Worked Examples: Three SIP Plans and Their Real Value
These three examples use the exact figures the calculator produces, showing how the nominal maturity, the inflation-adjusted real value and the post-tax corpus differ across different amounts and tenures.
Rohit, a software professional in Bengaluru, starts a SIP of 10,000 rupees a month for fifteen years, assuming a twelve percent annual return. He wants to see not just the maturity but what it will really be worth after inflation and tax.
Rohit invests a total of eighteen lakh over fifteen years and his SIP grows to a nominal 50,45,760 rupees, meaning he gained over thirty-two lakh, nearly three times his investment. But the real story is in the adjustments. After six percent inflation over fifteen years, that fifty lakh corpus is worth only 21,05,419 rupees in today money, less than half the headline.
And after long-term capital gains tax on his thirty-two lakh of gains, his post-tax corpus is about 46,55,665 rupees. So while the nominal figure is impressive, Rohit should plan around the real value of roughly twenty-one lakh in today terms when sizing this SIP against a goal.
Priya, starting her career in Chennai, begins a modest SIP of 5,000 rupees a month for ten years at a twelve percent assumed return. She wants to understand what a small, disciplined SIP can build and how much of it survives inflation and tax.
Priya invests six lakh over ten years and her SIP grows to 11,61,695 rupees, nearly doubling her money with a gain of over five and a half lakh. After six percent inflation, the real value in today money is 6,48,685 rupees, so the corpus roughly holds its purchasing power in real terms over this shorter tenure.
Her LTCG tax is modest, since much of her gain falls within the exemption, leaving a post-tax corpus of about 11,07,108 rupees. Priya example shows that even a small SIP builds meaningfully over a decade, and that over shorter tenures the inflation gap is narrower than over very long ones, though it still matters.
Amit, an established professional in Hyderabad, commits a substantial 25,000 rupees a month for twenty years at a slightly conservative eleven percent return. He wants to see the scale of wealth this builds and how much inflation and tax reduce it over such a long horizon.
Amit invests sixty lakh over twenty years, and his SIP grows to a remarkable 2,18,39,326 rupees, a gain of over one and a half crore. This is the power of a large SIP over a long tenure. But the long horizon also magnifies the inflation effect: after six percent inflation over twenty years, that two crore plus corpus is worth only 68,09,605 rupees in today money, less than a third of the nominal figure.
His LTCG tax on the large gain is around nineteen lakh, giving a post-tax corpus of about 1,98,75,036 rupees. Amit case starkly shows that over very long tenures, the nominal figure can be more than three times the real value, so planning against today purchasing power is essential.
The three investors together reveal a single truth that the headline maturity hides: the longer the tenure, the larger the gap between the nominal figure and the real value. Priya ten year SIP keeps most of its real worth, Rohit fifteen year SIP loses more than half to inflation, and Amit twenty year SIP sees its two crore shrink to under 68 lakh in today money.
The nominal figure grows more impressive with time, but so does the inflation gap, which is precisely why the longer your horizon, the more essential it is to plan against the real value. An investor who sees only the growing nominal corpus may feel richer than they truly are.
How Do You Get the Most From Your SIP?
Quick Reference for SIP Investing
| Question | Short answer |
|---|---|
| What is a SIP? | Investing a fixed amount monthly in a mutual fund. |
| How does a SIP grow? | Through compounding on each instalment. |
| Realistic return to assume | 10 to 15 percent for equity, long term. |
| What is the real value? | The corpus in today purchasing power. |
| LTCG tax on equity funds | 12.5 percent on gains above 1.25 lakh a year. |
| Is the projection guaranteed? | No, it is an estimate, returns vary. |
| Best time to start | As early as possible. |
| Can I pause a SIP? | Yes, anytime without penalty. |
| Direct vs regular plan | Direct has lower cost, larger corpus. |
| Plan against which value? | The real, post-tax value. |
Frequently Asked Questions on SIP Investing
How is SIP maturity calculated?
SIP maturity is calculated using the future value of a recurring investment formula, which sums the compounded value of every monthly instalment. The maturity equals the monthly amount multiplied by the quantity one plus the monthly rate raised to the power of the number of months, minus one, divided by the monthly rate, all multiplied by one plus the monthly rate. The monthly rate is the annual expected return divided by twelve, and the number of months is the tenure in years times twelve.
Because each instalment compounds for a different length of time, the first for the whole tenure and the last for one month, the formula captures the full compounded growth. The calculator applies this exact formula and then shows the inflation-adjusted and post-tax values.
Why is the real value so much lower than the maturity?
The real value is lower than the nominal maturity because inflation erodes the purchasing power of money over the long tenures that SIPs run. A corpus of fifty lakh in fifteen years cannot buy fifty lakh worth of today goods; inflation means it buys much less. To find the real value, the calculator divides the nominal corpus by one plus the inflation rate raised to the power of the number of years.
At six percent inflation over fifteen years, that reduces a fifty lakh corpus to around twenty-one lakh in today money. Over twenty years the effect is even starker, cutting the real value to under a third of the nominal. This is why planning against the real value, not the headline figure, is essential to actually meeting your goals.
How much tax do I pay on SIP returns?
Gains from equity mutual funds are subject to long-term capital gains tax, currently at 12.5 percent, applied on gains above an exemption of 1.25 lakh rupees in a financial year when you redeem your units. Because a SIP accumulates large gains over many years, this tax can be substantial at redemption. The calculator estimates the LTCG tax on your total gains and shows the post-tax corpus, which is the amount that actually reaches your account.
Note that units held for less than a year attract short-term capital gains tax at a higher rate, but a long-term SIP is generally held well beyond a year, so long-term rates apply. Debt funds are taxed differently. To reduce the tax impact, some investors spread redemptions across financial years to use the annual exemption multiple times.
What return should I assume for a SIP?
For a long-term equity SIP, a realistic assumption is a return of ten to fifteen percent a year, rather than the highest figures seen in strong market periods. Indian equity indices have historically delivered around twelve percent over long horizons, though with significant year to year variation. Assuming a conservative figure avoids over-optimistic projections and ensures you invest enough to reach your goal even if returns disappoint.
Using an unrealistically high return, such as eighteen or twenty percent, makes the corpus look larger than it is likely to be and can lead you to under-invest. The calculator lets you enter any return, so test a conservative and an optimistic scenario to see the range, and plan around the lower end for safety.
Is a SIP better than a lump sum investment?
A SIP and a lump sum each suit different situations. A SIP spreads your investment over time, which brings the benefit of rupee cost averaging, buying more units when prices are low and fewer when high, and removes the risk of investing everything at a market peak. It also instils discipline and suits those investing from monthly income. A lump sum, by contrast, puts the entire amount to work immediately, so if markets rise steadily it can outperform a SIP, but it carries the risk of poor timing.
For most salaried investors building wealth from monthly savings, a SIP is the natural and lower-risk choice, while a lump sum suits those with a large sum to invest and the ability to withstand short-term volatility.
What is rupee cost averaging?
Rupee cost averaging is the benefit a SIP gains from investing a fixed amount at regular intervals regardless of the market level. When prices are low, your fixed monthly amount buys more units, and when prices are high, it buys fewer. Over time, this averages out your purchase cost and means you are not reliant on timing the market correctly. It is not magic, simply arithmetic, but it removes the pressure and risk of trying to invest at the right moment.
Rupee cost averaging is most valuable in volatile markets, where the swings let you accumulate units cheaply during downturns. It is one of the key reasons SIPs are recommended for ordinary investors: you benefit from volatility rather than being harmed by it, provided you keep investing through the falls.
Can I stop or pause my SIP?
Yes, SIPs are highly flexible. You can stop, pause, or change the amount of your SIP at any time without penalty from the mutual fund house, unlike a fixed deposit or a locked-in product. This flexibility is one of the advantages of SIP investing, letting you adjust to changes in your income or circumstances. However, stopping a SIP during a market downturn is usually a mistake, because it forfeits the rupee cost averaging benefit of buying cheap units and the eventual recovery.
Pausing temporarily during a genuine cash crunch is understandable, but the discipline of continuing through volatility is what produces the best long-term results. If you must reduce your outgo, lowering the SIP amount is generally better than stopping entirely.
How does starting early affect my corpus?
Starting early has an outsized effect because compounding rewards time more than amount. The early years of a SIP give your money the longest runway to compound, and the biggest gains come in the final years when the accumulated corpus is large. A person who starts at twenty-five and invests for ten years can end up with more than someone who starts at thirty-five and invests for twenty-five years, because the early start lets the money compound for far longer.
This is why financial advisers stress beginning as soon as possible, even with a small amount, rather than waiting to invest a larger sum later. The calculator lets you see how the tenure dramatically changes the outcome, illustrating why time in the market beats timing the market.
What is the difference between direct and regular plans?
A direct mutual fund plan is bought straight from the fund house without a distributor, while a regular plan is bought through an intermediary who earns a commission. The key difference is the expense ratio: direct plans have a lower annual cost because they do not pay a distributor commission, which over a long tenure compounds into a meaningfully larger corpus. The difference might be half a percent to one percent a year, which seems small but, compounded over fifteen or twenty years, can add lakhs to your final amount.
If you are comfortable choosing and managing your own funds, a direct plan gives you the same fund at a lower cost. If you value advice, a regular plan or a fee-only adviser may suit you better.
Does the SIP calculator account for expense ratios?
This calculator projects returns based on the expected return you enter, and does not separately deduct the fund expense ratio, so you should enter a return figure that reflects the net return after expenses, or be aware that the actual return will be slightly lower than the gross market return. The expense ratio, the annual fee charged by the fund, reduces your effective return, which is why choosing lower-cost direct plans matters.
For a realistic projection, assume a return net of the expense ratio, for example if you expect a twelve percent gross return and the fund charges one percent, use eleven percent. The calculator focuses on the honest inflation and tax adjustments rather than modelling expenses in detail, but factoring the expense ratio into your assumed return keeps the projection realistic.
How reliable are SIP calculator projections?
A SIP calculator projection is an estimate, not a guarantee. It applies a steady assumed return to your monthly investments, but real mutual fund returns are lumpy, with some years delivering strong gains and others losses. Your actual corpus will differ from the smooth projection, potentially higher or lower, depending on how markets perform and when. The projection is most useful for planning and for comparing scenarios, such as how tenure or amount changes the outcome, rather than as a precise forecast.
Because the future is uncertain, plan with a conservative return assumption and against the real, post-tax value, and review your progress periodically. The calculator gives you a realistic framework, but no tool can predict market returns, so treat the figure as a guide rather than a promise.
Should I increase my SIP amount over time?
Increasing your SIP amount over time, often called a step-up SIP, is a powerful way to build a larger corpus, because it lets your investment grow with your income. As your salary rises, raising your SIP by a fixed percentage each year, say ten percent, dramatically increases the final amount compared with a flat SIP, since the larger later contributions still have time to compound.
This also helps your investment keep pace with inflation, so your real contributions do not shrink over time. While this base calculator projects a flat monthly amount, stepping up your SIP is one of the most effective strategies for serious wealth building, and a dedicated step-up calculator can show the difference. At minimum, review and raise your SIP whenever your income increases.
How do I use a SIP to reach a specific goal?
To use a SIP for a specific goal, first define the goal in today money, such as fifty lakh for a home down payment, and the time you have. Then, crucially, adjust the target for inflation, because you will need more nominal rupees in the future to buy fifty lakh worth of today goods. Once you know the inflation-adjusted target, you can work out the monthly SIP needed to reach it at your assumed return.
This calculator helps by showing the real value of a given SIP, so you can check whether your planned investment reaches your goal in today terms. For precise goal planning, a dedicated goal-based calculator computes the required monthly amount directly, but the principle is always to plan against the real, inflation-adjusted target rather than a nominal figure.
Are SIP returns taxed every year or only at redemption?
SIP returns are taxed only when you redeem your units, not every year, because capital gains tax applies at the point of sale. This is different from a fixed deposit, where interest is taxed annually on accrual. With a SIP, your gains accumulate tax-free within the fund, and the long-term capital gains tax at 12.5 percent above the annual exemption is charged only when you sell.
This deferral is an advantage, because your full corpus, including the portion that would otherwise be paid as annual tax, stays invested and compounds. It also gives you some control over the timing of the tax, since you choose when to redeem, allowing strategies like spreading redemptions across financial years to use the annual exemption more than once and reduce the total tax paid.
What is the difference between a SIP and a mutual fund?
A SIP is not an investment product in itself; it is a method of investing in a mutual fund. A mutual fund is the underlying investment, a pool of money from many investors managed by a fund house and invested in equities, debt or other assets. A SIP, or Systematic Investment Plan, is simply the way you put money into that fund, by investing a fixed amount at regular intervals, usually monthly, rather than all at once.
So when you start a SIP, you are choosing to invest in a particular mutual fund through regular instalments. The alternative way to invest in the same fund is a lump sum, a single large investment. Understanding this distinction matters because the fund you choose, its category, strategy and cost, determines your returns, while the SIP is just the disciplined mechanism by which you invest in it.
How many SIPs or funds should I have?
You do not need many funds to build a well-diversified portfolio; quality matters more than quantity. For most investors, a handful of funds, perhaps three to five across different categories such as a large-cap or index fund, a flexi-cap fund and a mid or small-cap fund, provides ample diversification. Holding too many funds leads to over-diversification, where the funds overlap heavily and the extra ones add complexity without improving returns, while making the portfolio harder to track.
Each fund you add should have a distinct role. A single low-cost index fund SIP is a perfectly sound starting point for a new investor, and you can add funds as your corpus and understanding grow. The key is to choose a few good funds, invest consistently through SIPs, and avoid the temptation to keep adding new funds chasing recent performance, which dilutes rather than strengthens your portfolio.
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Disclaimer and How Reliable These Numbers Are
This SIP calculator is a free planning tool and does not constitute financial advice. It uses the standard future value of a recurring investment formula to project returns, and applies long-term capital gains tax rules for equity mutual funds under the Income Tax Act, administered by the Income Tax Department. Mutual funds and their distribution are regulated by the Securities and Exchange Board of India, and industry data is published by the Association of Mutual Funds in India.
The figures are projections, not guarantees. The calculator applies a steady assumed return, but real mutual fund returns vary year to year and can be negative in some periods, so your actual corpus may be higher or lower. Mutual fund investments are subject to market risk; read all scheme related documents carefully. The inflation and tax adjustments are estimates based on the rates you enter and current rules, which may change.
This calculator does not model expense ratios or exit loads in detail, so factor these into your assumed return. Always plan against the real, post-tax value and consult a SEBI-registered adviser before making investment decisions. CalcWise.Finance publishes tools for educational planning and does not offer investment advice or distribute mutual funds.