Investing

Lumpsum Calculator

Estimate what a one-time investment could become, compare the same amount invested monthly, and see an inflation-adjusted value.

By Nitin Raturi · Last reviewed

Your assumptions

How to use this Lumpsum Calculator

Enter a one-time amount and the assumptions you want to compare.

  1. Enter the amount invested once.
  2. Set an assumed annual return and a whole number of years.
  3. Choose how the annual return is compounded and the SIP comparison timing.
  4. Read the future value, assumed growth and inflation-adjusted value.
  5. Compare the result with the same total amount invested monthly.

Good to know

  • Tap the ⓘ beside any field for its range and convention.
  • Try different assumptions; the result is an illustration, not a forecast.

Change any value to see how the illustration responds. Nothing is sent to a server.

One-time investment

The amount you invest once at the beginning of the time period.

How to fill it in

  • Enter a figure such as 500000, 5 lakh or 50 lakh. The slider uses a wider range for large amounts.
  • Allowed range: ₹100 to ₹100 crore.

Example

A ₹5 lakh investment for 10 years at an assumed 12% could become about ₹16.5 lakh.

Tip: The comparison uses this same total amount, spread evenly across monthly investments.

Expected return

The annual growth rate used for this illustration. It is an assumption, not a prediction.

How to fill it in

  • Use a rate you want to test, then try lower and higher assumptions to see how much the estimate changes.
  • Allowed range: 0% to 40% a year.

Example

At the default inputs, an assumed 12% gives about ₹16.5 lakh; a monthly SIP of the same total amount gives about ₹9.68 lakh.

Keep in mind: Investment returns vary and can be lower than the amount invested. The calculator does not predict returns.

Time period

How long the investment remains in the calculation before its future value is shown.

How to fill it in

  • Enter a whole number of years from 1 to 50.
  • A longer period gives the assumed return more time to compound.

Example

The default example compounds the investment over 120 months.

Tip: This is a fixed-period estimate, not a recommended holding period.

Inflation

The annual rise in prices used to express the future value in today’s rupees.

How to fill it in

  • Enter an annual percentage from 0% to 15%. The value today is shown separately from future rupees.
  • Try more than one assumption; future inflation is not known in advance.

Keep in mind: This is only an inflation assumption. It does not predict future prices or personal spending.

Return compounding

Return compounding

The way the annual return is converted into a monthly rate for this estimate.

How to fill it in

  • Nominal divides the annual percentage by 12.
  • Effective uses the monthly rate that compounds to exactly the annual percentage over a year.

Tip: Choose the convention used by the rate you are comparing against.

SIP comparison timing

Monthly SIP timing

When each monthly contribution is treated as invested in the comparison, not in the lumpsum calculation.

How to fill it in

  • Start of month gives every instalment one extra month of growth.
  • End of month starts each instalment’s growth one month later.

Tip: The one-time investment is treated as invested at the start in either case; only the SIP comparison changes. At the default inputs, the monthly SIP comparison is about ₹9.68 lakh.

Estimated future value

₹16,50,193

₹16.5 lakh

₹5,00,000 invested once could become about ₹16.5 lakh after 10 years at an assumed 12% a year.

You invest
₹5,00,000
Assumed growth
₹11,50,193
Value in today’s rupees
₹9,21,459

Illustration, not a guarantee. 1% monthly, nominal compounding. The inflation-adjusted figure uses 6% a year.

Same total amount, invested monthly

The comparison spreads ₹5,00,000 evenly over 120 monthly investments, with the same return assumption.

Lumpsum, invested at the start
₹16,50,193
Monthly amount in the SIP comparison
₹4,166.67
SIP comparison value
₹9,68,079
Difference in this illustration
₹6,82,114

This compares timing under one smooth assumed return. It does not model market volatility, fees or the risk of investing a large amount at once.

How this calculator works

A lumpsum starts compounding straight away; a monthly plan puts the same total amount to work gradually.

  1. Step 1Invest once₹5 lakhat the start of the period
  2. Step 2Compound monthly1%using the selected return convention
  3. Step 3Estimate the end value₹16.5 lakhincluding about ₹11.5 lakh of assumed growth

Same total money, different timing

  • Lumpsum at the start₹5 lakh once₹16.5 lakhThe entire amount is exposed to the assumed return for the full period.
  • Same amount in a SIPEqual monthly amounts₹9.68 lakh₹5 lakh spread across 120 monthly contributions, invested at the start of each month.
  • SIP at month end₹9.58 lakhEach monthly contribution starts growing a month later.
The comparison assumes the same smooth monthly return for both paths. It does not show which approach will perform better in a changing market.

The result moves with the assumption

  • Assumed 8% a year₹11.1 lakh
  • Assumed 12% a year₹16.5 lakh
Same ₹5 lakh, 10 years and nominal monthly compounding. These are scenarios, not forecasts.

Worked example

₹5 lakh invested once for 10 years at an assumed 12% a year
Nominal monthly rate
i = R ÷ 12
Future value
FV = P × (1 + i)ⁿ
Value in today’s rupees
FV ÷ (1 + inflation)ʸᵉᵃʳˢ
  • Pone-time amount ₹5,00,000
  • imonthly rate 1%
  • nnumber of months 120
  1. Monthly rate12% ÷ 121%
  2. Growth factor(1 + i)ⁿ3.3004
  3. Estimated future value₹5 lakh × growth factor₹16,50,193
  4. Assumed growthfuture value − amount invested₹11,50,193
  5. Value after 6% annual inflationfuture value ÷ (1 + 6%)¹⁰₹9,21,459

The estimate treats the rate as constant and compounds it monthly. The effective convention instead chooses a monthly rate that compounds to exactly the entered annual rate. The compound interest calculator covers yearly, quarterly and other compounding.

Reading the result

  • An assumption, not a forecastThe return is chosen by you; actual returns vary and can be lower.
  • Future and today’s rupeesInflation-adjusted value helps compare purchasing power; it is a separate estimate.
  • No market pathThe calculation does not model ups and downs or the order of returns.
  • No taxes or chargesTaxes, exit loads, stamp duty and transaction charges are not deducted.
  • Amount invested
  • Assumed growth
  • Lumpsum₹16.5 lakh
  • Monthly comparison₹9.68 lakh
Both paths use the same total principal and assumed return. The difference comes from when each part is invested.

A future sum buys less than the same rupees today; the inflation calculator shows how much less. To plan monthly investing instead, use the SIP calculator, or set both side by side in the SIP vs lumpsum calculator.

Assumptions and limits

  • Constant returnOne rate every month; real markets rise and fall.
  • Before taxCapital gains tax is not deducted.
  • No chargesExit loads, stamp duty and fees are left out.
  • Whole yearsThe money stays invested for the full period.

Putting a large amount in at once also means it all meets the market at one moment. A constant-rate estimate cannot show that risk, so treat the figure as one possible outcome.

Common mistakes

  • Mistake: Treating the assumed return as a promise.

    Instead: Try several rates and remember that actual returns can vary.

  • Mistake: Comparing plans with different total contributions.

    Instead: This comparison keeps the total amount invested equal.

  • Mistake: Reading future rupees as today’s buying power.

    Instead: Use the inflation-adjusted figure as a separate estimate.

  • Mistake: Assuming a smooth return matches market experience.

    Instead: Real returns move over time; this formula does not simulate that path.

The comparison is educational and does not recommend investing a lump sum or using a SIP. Consider your circumstances and consult a qualified professional before making financial decisions.

Checking the method

A separate Python script recomputes every test value twice, by formula and month by month, in 50-digit arithmetic.

Both must agree to half a paisa. Read how we test our calculators, or browse more money calculators.

Frequently asked questions

How is a lumpsum future value calculated?

The calculator compounds the amount you enter at a monthly rate for the selected number of months. It shows the result before rounding and labels the return as an assumption.

What is the difference between nominal and effective return?

Nominal divides the annual rate by 12. Effective uses a monthly rate that compounds to exactly the entered annual rate over 12 months.

How does the SIP comparison work?

It divides the same total investment across 120 equal monthly contributions and applies the same monthly rate. At the defaults, that comparison is about ₹9.68 lakh when contributions are made at the start of the month.

Does the comparison include market volatility?

No. It assumes one constant monthly return, so it does not model market rises and falls or the order of returns.

What does value in today’s rupees mean?

It discounts the estimated future value using the annual inflation assumption you enter. It is an illustration of purchasing power, not a prediction of future prices.

Are the returns shown guaranteed?

No. The return is an input you can change, not a forecast. At 8% instead of 12%, the default inputs produce about ₹11.1 lakh. Actual investment values can be higher or lower, including below the amount invested.

Why does SIP timing affect the comparison?

A contribution at the start of a month has one extra month to grow. For the default inputs, the start-of-month comparison is about ₹9.68 lakh and the end-of-month comparison is about ₹9.58 lakh.

Does this calculator include taxes or investment fees?

No. Taxes, exit loads, stamp duty, transaction charges and fees are not deducted. The calculation also does not account for personal circumstances.

Sources and methodology

The formulas are standard time-value-of-money results. We check every figure against golden values worked out independently, by closed form and by month-by-month simulation; see the methodology.

Written and maintained by Nitin Raturi, a software engineer (about the author). Last reviewed 21 Oct 2026; next review due by . Found an error? Tell us.

Changelog

  • : Initial release: lumpsum growth, equal-budget SIP comparison and inflation-adjusted value. A lower 8% scenario illustrates sensitivity.