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Compare SIP vs lumpsum on the same sum β verdict, gap, and when each wins.
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June 2, 2026
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You have a sum to invest β a bonus, a maturity payout, savings. Do you put it all in at once (a lumpsum), or spread it out as a monthly SIP? This calculator compares both routes for the SAME money and gives you a straight verdict plus the gap, instead of leaving you to eyeball two separate calculators.
**At a steady return, the lumpsum almost always wins.** That's the honest headline most tools won't lead with. Invest βΉ12,00,000 at 12% for 10 years all at once and it grows to about βΉ37,27,018; spread the same sum as a βΉ10,000 monthly SIP and you reach about βΉ23,23,391 β the lumpsum leads by βΉ14,03,627 (1.60Γ). The reason is simple: with a lumpsum every rupee is invested from day one, while the average SIP rupee is only in the market for about half the period.
**A SIP's real advantage is risk, not raw return.** Constant returns aren't real life. A SIP cuts the danger of investing everything right before a fall (timing risk), it averages your buy price (rupee-cost averaging β fixed money buys more units when prices are low), and β for most people β the lump never existed: you invest from monthly income, so it's really SIP vs not investing at all. Vanguard's long-run study found investing a lump sum beat spreading it out about two-thirds of the time.
**Enter a negative return to see the exception.** The verdict flips: when the market drops, the lumpsum has more money exposed to the loss from day one, so it falls harder β while the SIP, still feeding money in, loses less and buys cheaply. That's the real, math-backed case where a SIP comes out ahead, shown without inventing any fake market data.
**We also surface confidence:** the winner in today's money after inflation, the returns each route earns, and whether the verdict holds if returns run a couple of points either way β or whether it's too close to call. Use the SIP and Lumpsum calculators to model either route on its own in depth; this one is the decision tool that puts them head to head. Works in any currency, no rates, no conversion.
Quick facts
Three inputs, one optional β under a minute.
The total amount you have, the annual return you expect, and how long you'll stay invested.
We invest it all at once (lumpsum) and also spread the same amount as a monthly SIP, valued at the same end date.
The winner, the gap between them, and how confident the call is.
Enter a negative return to model a falling market and watch the SIP overtake β the genuine case for staggering.
Steps to use the SIP vs Lumpsum Calculator: Enter your sum, See both routes, Read the verdict, Test a downturn.
Each route uses its standard formula, the same as our SIP and Lumpsum calculators, on the same sum and the same end date.
The whole sum P invested today, compounded annually at rate r for t years. Every rupee is exposed for the full period.
Example: βΉ12,00,000 Γ 1.12^10 = βΉ37,27,018 at 12% for 10 years.
The same sum spread as a monthly SIP of M = P Γ· (t Γ 12), where i = r Γ· 12 and n = t Γ 12. Contributions at the start of each month.
Example: βΉ10,000/month at 12% for 10 years = βΉ23,23,391 (M = βΉ12,00,000 Γ· 120).
Positive at a steady return (lumpsum ahead); it shrinks and can go negative β SIP ahead β when the return is low or negative, because the lump's early exposure then works against it.
The same money, two routes, one decade.
Currency note: the example below uses a benchmark scenario priced in Indian Rupee (INR). Values are converted to US Dollar (USD) at the latest exchange rate so you can compare against your own numbers.
Scenario
You have $1,200,000.00 to invest at a 12% return for 10 years. Invest it all today, or spread it as a βΉ10,000 monthly SIP?
Invested all at once, $1,200,000.00 compounds to $3,727,018.00 β every rupee earns for the full 10 years.
Lumpsum: $3,727,018.00
Spread as βΉ10,000 a month, the same $1,200,000.00 reaches $2,323,391.00 β lower, because the later instalments earn for far less time.
SIP: $2,323,391.00
$3,727,018.00 β $2,323,391.00 = $1,403,627.00, so the lumpsum leads by 1.60Γ. With a steady return, more time in the market wins.
Lumpsum ahead by $1,403,627.00
Now imagine the market falls over the decade. The lumpsum, fully exposed from day one, drops hardest; the SIP keeps buying cheaply and loses less β enter a negative return and the verdict flips to SIP.
Falling market β SIP wins
The takeaway
The honest answer to "SIP or lumpsum?": if you already have the money and the market isn't obviously expensive, investing it sooner usually wins β that's the math. A SIP's real value is protection against bad timing and the discipline of investing from income, not a higher return in a rising market.
Long-run nominal returns by asset class. A higher steady return only widens the lumpsum's lead, so ground your assumption.
| Metric | Poor | Average | Good | Excellent |
|---|---|---|---|---|
| Large-cap equity / index | β | 10β12% | 12% | 12β14% |
| Flexi/mid/small-cap (higher risk) | β | 12β14% | 14β15% | 15%+ (not guaranteed) |
| Hybrid / balanced funds | β | 8β10% | 10β11% | 11β12% |
| Debt funds / FDs | β | 6β7% | 7β8% | 8%+ |
| Falling market (SIP's case) | Negative | β | β | Enter a negative rate to model it |
Most platforms make you run a SIP calculator and a lumpsum calculator separately and compare by eye β often on unequal amounts. This puts the same sum head to head and calls it.
| Feature | This calculator | Separate SIP + lumpsum tabs | Gut feel |
|---|---|---|---|
| Same sum, equal-footing comparison | |||
| A clear winner + the gap | |||
| Honest constant-return caveat | |||
| Shows when a SIP actually wins | |||
| Confidence (clear / marginal) | |||
| Winner in today's money |
Why it matters
Some tools pit a monthly SIP against a lumpsum equal to one month's SIP, which isn't a fair fight. The comparison only means something if the total invested is the same.
Fix
This calculator spreads the identical sum across the SIP route, so both invest exactly the same money.
Why it matters
A common myth. With a steadily rising market, the lumpsum wins because all the money compounds from day one β Vanguard found lump-sum investing won about two-thirds of the time.
Fix
Read the verdict honestly: lumpsum usually wins; a SIP's edge is risk reduction, which shows up when markets fall.
Why it matters
The flip side: a lumpsum put in right before a crash is fully exposed and can sit underwater for years.
Fix
If you're worried about timing, stagger entry (an STP) β and model a falling market here with a negative return to see SIP's protection.
Why it matters
If you don't have a lump and invest from your salary, there is no lumpsum option β it's a SIP versus not investing.
Fix
Use this tool only when you genuinely have a sum in hand to deploy. Otherwise just use the SIP calculator.
Why it matters
A big maturity figure decades out buys far less than it seems, which can flatter both routes.
Fix
Check the winner's value in today's money to judge the real outcome.
Why it matters
When the two routes are within a whisker, picking the "winner" is false precision β the choice is really about temperament.
Fix
When the verdict says "too close to call" or "marginal", choose the route you'll actually stick with.
If the money exists and the market isn't clearly expensive, investing it sooner usually wins on the math.
An STP (systematic transfer plan) deploys a lump gradually β a middle path between all-at-once and a long SIP.
No lump means no choice β a SIP is simply how you invest, and a great one.
Enter a negative return to see how much a SIP protects you if the market falls early.
The best route is the one you'll stick with through volatility β a slightly lower expected return you hold beats a higher one you abandon.
A high assumed return exaggerates the lumpsum's lead; plan on 10β12% for equity.
The SIP vs Lumpsum Calculator works across every stage of the workflow.
Decide whether to invest a lump sum now or stagger it into the market over time.
Compare redeploying it all at once vs spreading it as a SIP/STP.
Model a falling market with a negative return to see how much a SIP would cushion a bad entry.
See the equal-footing gap between the two routes and how confident the verdict is.
Get a straight, math-backed answer to "SIP or lumpsum β which is better?" instead of opinions.
See the winning route's maturity in today's purchasing power before deciding.
Every important term you'll encounter in this calculator and the broader topic.
Everything you need to know about how the SIP vs Lumpsum Calculator works.
On the math, a lumpsum usually wins β every rupee compounds for the full period. Vanguard found lump-sum investing beat spreading it out ~two-thirds of the time. A SIP's advantage is risk, not return: it protects against investing just before a fall and suits people investing from monthly income.
It invests the same total both ways. The lumpsum puts the whole sum in today; the SIP spreads it as equal monthly instalments (monthly = total Γ· months), both valued at the same end date. Equal capital is what makes the comparison meaningful β many tools compare unequal amounts.
Time in the market. With a lumpsum, 100% is invested from day one; with a SIP, later instalments earn for less time. At a constant positive return, more time wins. For βΉ12,00,000 at 12% over 10 years: lumpsum βΉ37.3 lakh vs SIP's βΉ23.2 lakh.
When the market falls early. A lumpsum is fully exposed from day one; a SIP keeps buying at lower prices (rupee-cost averaging) and loses less. Enter a negative return in this calculator and the verdict flips to SIP. A SIP also wins for anyone investing from monthly income, with no lump to deploy.
It's the effect of investing a fixed amount regularly. Because the amount is fixed, it buys more units when prices are low and fewer when high, lowering the average cost. This is a SIP's core risk-reduction benefit β most valuable in volatile or falling markets.
It carries timing risk: all your money is exposed to the drop if you invest just before a fall. If you have a lump but are nervous about timing, an STP (systematic transfer plan) moves it from a low-risk fund into equity gradually β capturing time-in-market benefit while smoothing entry.
An STP parks your lump sum in a low-risk fund and transfers a fixed amount into equity at intervals β a middle ground between lumpsum and SIP. You deploy over months, reducing timing risk while keeping most money invested sooner. If you want to ease in, an STP is usually the practical choice.
Yes β a higher steady return widens the lumpsum's lead because its early money compounds harder. That's why an unrealistic rate exaggerates the advantage. Plan with a grounded rate (~10β12% for equity); the comparison only flips when returns are low or negative.
Often, yes β that's what an STP does. You can also invest part as lumpsum and part as SIP. If markets look expensive, lean toward staggering; if you have a long horizon and money ready, investing sooner usually wins. The best plan is the one you'll actually stick with.
No β it compares pre-tax, pre-cost maturity (the standard approach). In practice, CGT, exit loads and expense ratios reduce both. A long SIP can also have different tax treatment per instalment. Treat the figures as a gross comparison and apply your local tax rules for a net view.
Yes β fully global. Enter your amount in any currency (INR, USD, GBP, EUR, AUD and more) and results come back in it. The all-at-once vs spread-over-time decision applies to systematic investing anywhere, not just Indian mutual funds.
The routes finish within a whisker β the gap is smaller than the swing from returns being a couple of points off. Picking a "winner" is false precision; the honest answer is it's a temperament choice: go with whichever route you'll comfortably stick with.
Keep exploring
Project your SIP maturity, total returns, and real worth after inflation β free.
What a lumpsum investment grows into β total value, real worth, year by year.
Compound interest on a balance and deposits β final balance, APY and real worth.
Work backwards from your goal to find the exact monthly SIP you need.
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