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SIP vs Lumpsum: Which Is Better, and When?

The honest answer is 'it depends on when the money arrives'. Here is the arithmetic, from our own calculators, with no promised returns.

By Last updated 6 min read

“Should I invest through a SIP or put in a lumpsum?” is one of the most searched money questions in India, and most answers are either a sales pitch or a shrug. The arithmetic is actually simple once you ask the right question: is the money already in your hand, or will it arrive month by month? Everything else follows from that. The figures below come from the same functions that run our SIP calculator (which also has a lumpsum mode), at assumed rates. No return in this guide is guaranteed or predicted; the rates are inputs you can change.

The two methods in one line each

  • A SIP (systematic investment plan) invests a fixed amount at a fixed interval, usually monthly, into a mutual fund. Each instalment buys units at that day’s price.
  • A lumpsum invests the whole amount once, on one day, at that day’s price.

A worked example: ₹12 lakh over 10 years

Suppose you have ₹12,00,000 and 10 years. You could invest it all today, or ₹10,000 a month for 120 months. Both put the same ₹12,00,000 to work, but not at the same time. At an assumed 12% a year:

  • Lumpsum ₹12,00,000 today → ₹37,27,018 after 10 years (gain ₹25,27,018)
  • SIP ₹10,000 a month → ₹23,23,391 after 10 years (gain ₹11,23,391)

The lumpsum ends up ₹14,03,627 ahead. Not because lumpsums are magic, but because the whole ₹12 lakh compounds for the full 10 years, whereas the SIP’s last instalment is invested for only one month. On average, SIP money is invested for about half the period.

The gap at other assumed rates:

Assumed returnSIP ₹10,000/month, 10 yrsLumpsum ₹12,00,000, 10 yrsDifference
| 8% | ₹18,41,657 | ₹25,90,710 | ₹7,49,053 | | 10% | ₹20,65,520 | ₹31,12,491 | ₹10,46,971 | | 12% | ₹23,23,391 | ₹37,27,018 | ₹14,03,627 |

(The SIP figure assumes monthly compounding with each instalment invested at the start of the month, as our calculator and most Indian SIP calculators do; the lumpsum figure compounds yearly. The formulas are given at the end.)

So, if the money is already in your hand, and you are comparing like with like, a lumpsum invested today has the maths on its side: more rupee-years of compounding. That is the honest first answer.

Why the SIP still wins most real arguments

The comparison above quietly assumed you had ₹12 lakh on day one. Most people do not. They have a salary, and ₹10,000 of it each month. For them the real choice is not “SIP vs lumpsum” but “SIP vs waiting until I have a lumpsum”, and waiting loses: money sitting in a savings account for years to build a lumpsum earns far less than money invested as it arrives.

Compare the honest alternative for a salaried investor:

  • ₹10,000 a month as a SIP for 10 years at 12%: ₹23,23,391
  • The same ₹10,000 a month kept aside and invested as a yearly lumpsum of ₹1,20,000: close to the SIP figure, usually a little lower, because each year’s money waits up to 11 months. A single ₹1,20,000 invested only once at the start would grow to just ₹3,72,702.

Three further reasons the SIP is the practical default:

  1. Rupee-cost averaging. Prices move. A fixed monthly amount buys more units when the price is low and fewer when it is high, so your average cost per unit is the average of the prices weighted towards the cheaper months. It does not raise expected returns, but it removes the risk of putting everything in at a peak.
  2. Timing risk is spread. A lumpsum invested the week before a sharp fall can take years to recover. Twelve or sixty entry points cannot all be the worst one.
  3. Discipline. The instalment leaves the account on a fixed date whether the news is good or bad. That behavioural edge is, for most people, worth more than the compounding gap.

When a lumpsum makes sense

  • The money is already yours and idle: a bonus, a maturing FD, sale proceeds. Waiting to “SIP it” over three years costs you compounding and does not remove risk, it only spreads it.
  • The investment is low-volatility: for debt funds, FDs and schemes like PPF the price does not swing much, so averaging adds little. (PPF, in fact, rewards an early lumpsum each financial year; see the PPF guide.)
  • A middle path: park the lumpsum in a liquid or overnight fund and move it into equity over 6 to 12 months through a systematic transfer plan. This is what many investors actually do with a large one-time sum: most of the compounding of a lumpsum, some of the timing protection of a SIP.

The long-run picture

Time matters more than the method. ₹5,000 a month for 20 years at an assumed 12% grows to ₹49,95,740 on ₹12,00,000 invested; ₹1,00,000 invested once for 20 years at the same rate grows to ₹9,64,629. The SIP’s total is larger simply because it puts in 12 times the money over the period; per rupee, the lumpsum still compounds harder. Use whichever matches how your money actually arrives, and start early.

Mistakes to avoid

  • Believing a rate. 12% is an assumption, not a promise. Equity funds have had years of −20% and years of +40%. Plan goals you cannot miss at a conservative rate and treat anything above it as a bonus.
  • Stopping the SIP when markets fall. That is precisely when each instalment buys the most units. Stopping converts the averaging advantage into a loss.
  • Comparing a 10-year SIP with a 10-year lumpsum of the same monthly amount. ₹10,000 once versus ₹10,000 a month is not a comparison; match the total invested or the time invested.
  • Ignoring costs and tax. Expense ratios, exit loads and capital-gains tax apply to both methods and reduce the real figure. Our calculators show pre-tax, pre-cost values.
  • Waiting for the “right time” to start. The 10-year examples above assume the clock is already running. Every month of delay removes a month of compounding from the last instalment.

The formulas our calculator uses

SIP (instalment at the start of each month):
  FV = P × [((1 + i)^n − 1) ÷ i] × (1 + i)
  i = annual rate ÷ 12 ÷ 100, n = months, P = monthly amount

Lumpsum (compounded yearly):
  FV = A × (1 + r)^t
  r = annual rate ÷ 100, t = years, A = amount

Change the rate, amount and years in the SIP calculator to see your own numbers.

Frequently asked questions

Is SIP better than lumpsum? For money you already have, a lumpsum invested today has more compounding time and, at the same assumed rate, ends higher (in the example ₹37,27,018 against ₹23,23,391). For money that arrives monthly, a SIP is better than waiting to build a lumpsum, and it spreads timing risk.

Can I do both? Yes, and many people do: a monthly SIP from salary plus occasional lumpsums when a bonus or maturity arrives, or a lumpsum moved into equity through a systematic transfer plan.

Does a SIP guarantee returns? No. A SIP is a way of investing, not a product with a fixed return. Returns depend on the fund and the market.

What return should I assume? Use a conservative figure for the goal, and test a lower one. The calculators let you change the rate so you can see a range rather than a single number.

Tools used in this guide

Related guides

Sources & verification

Last verified: · Reviewed by ToolJagat Editorial Team

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