Lumpsum Calculator

For money invested in one go rather than in instalments. Enter the amount, a rate and a holding period to see what it compounds to.

₹
%
Yr

Assumes the return compounds once a year and stays constant. Exit load, expense ratio and taxes are not deducted.

01How this calculator works

What a lumpsum investment is

A lumpsum is a single investment made at one moment — a bonus, a maturing deposit, the proceeds of a sale — rather than a monthly instalment. Every rupee enters on the same day, so every rupee is exposed to the market for exactly the same length of time.

That is the one structural difference from a SIP, and it drives everything else. There is no averaging. If you invest the day before a sharp fall, the whole amount falls with it. If you invest before a strong run, the whole amount takes part.

The formula

Compound growth on a single amount:

A = P × (1 + r)^t

  • A is the value at the end
  • P is the amount invested
  • r is the annual rate of return
  • t is the number of years

₹1,00,000 at 12% for 10 years is 1,00,000 × 1.12^10, about ₹3,10,585. Your money roughly triples, and the great majority of that is return rather than principal.

Extend it to 20 years and the same ₹1,00,000 reaches around ₹9,64,629. The second decade adds far more than the first, because it compounds on a much larger base.

Where a lumpsum makes sense

  • You already have the money. Holding cash while drip-feeding it into the market is itself a bet that the market will fall. Sometimes it does. On average, over long periods, markets rise.
  • The horizon is long. The longer the period, the less the entry date matters relative to the compounding that follows it.
  • The asset is not volatile. For a debt fund or a fixed deposit, the entry-point argument largely disappears.

And where it does not:

  • You need the money inside three years. A single bad year has nowhere to recover from.
  • The entry point would keep you awake. An investor who panics and sells after a drop realises a loss that an investor who waited does not. Behaviour is part of the return.

How to use this calculator

  1. Enter the total investment — the amount going in today.
  2. Set an expected return rate. Be honest about the asset class; equity and debt do not share a number.
  3. Set the time period in years.
  4. Read off the invested amount, estimated returns and total value, with the split shown beside them.

A useful exercise: run the same amount at 8%, 10% and 12%. The spread across twenty years is usually larger than people expect, and it tells you how much of your plan rests on the rate assumption.

What the figure excludes

The result is gross. It does not deduct the fund's expense ratio, any exit load on early redemption, or tax on gains. For an equity fund held over a year, long-term capital gains above ₹1.25 lakh in a financial year are taxable; for debt, the treatment differs again. Your realised amount will be lower than the number shown.

It also assumes a single, unchanging rate. Real returns are lumpy, and the sequence matters — two investments with the same average return can end at different values depending on when the good years arrived.

02FAQ

Questions,
answered.

Read all FAQs

At a fixed rate of return the calculator will always prefer a lumpsum, because the full amount compounds for the full period. That is a property of the assumption, not evidence about markets. In practice the right choice depends on whether you have the money now, how volatile the asset is, and how you would react to an immediate fall.

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