One-time investment tool

Lumpsum Calculator

See how a one-time mutual fund or investment amount could grow with compounding over the years.

Your inputs

Project a lumpsum investment

Enter amount, years and expected return for an illustrative future value.

1,0001 Cr
1 yr40 yrs
1%20%

Estimated outcome

  • Amount invested —
  • Estimated value —
  • Estimated gains —

For illustration only. Rates and markets change. This is not a return guarantee or personalised financial advice.

About this Lumpsum Calculator

A lumpsum calculator estimates the future value of money invested in one go. It is useful when you receive a bonus, inheritance, or sale proceeds and want a simple compounding projection.

Compare this with a SIP calculator if you are deciding between investing everything now versus spreading purchases over months.

How to use this calculator

  1. Enter the one-time amount you plan to invest.
  2. Select the number of years you can stay invested.
  3. Choose an expected annual return rate.
  4. Review estimated value and gains, then stress-test with a lower rate.

Formula used

Future value = P × (1 + r)^t, where P is the lumpsum, r is the annual rate of return (as a decimal), and t is time in years. This tool compounds annually for a clear illustration.

Practical tips

  • Avoid investing emergency money as a long-term lumpsum.
  • Stagger large equity lumpsums if markets feel stretched — or use a temporary STP.
  • Match the horizon to the asset: longer for equity, shorter for safer debt.

Frequently asked questions

What is a lumpsum calculator?

It projects how a single investment may grow over time using an assumed compound return rate.

SIP vs lumpsum — which is better?

Neither is always better. SIP suits regular income; lumpsum can work when you already have cash and a long horizon. Many investors use both.

Does this include taxes or fees?

No. Expense ratios, exit loads and taxes can reduce real proceeds. Treat the figure as a pre-cost illustration.

Can I use this for stocks and mutual funds?

Yes as a rough growth model. Actual stock and fund returns will differ from any constant assumed rate.

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