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SWP calculator

See how long a corpus lasts when you draw a monthly income from it, and the withdrawal it can sustain indefinitely — the core arithmetic of living off your investments.

About 3 min to an answer Free, no sign-up Runs in your browser
Read the lesson: Annuities and retirement income
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Runs entirely in your browser — nothing you type is sent anywhere. Educational only, and not investment advice.

How to use this calculator

Each step names a control you will find on screen above.

  1. Corpus

    The pot you are drawing from — a retirement corpus, or the mutual fund holding you have set a withdrawal on.

  2. Monthly withdrawal

    What you want to take out each month. The calculator raises this each year for inflation, because a fixed rupee amount buys less over a retirement that can last decades.

  3. Expected annual return

    What the remaining corpus earns while you draw from it. Be conservative — a retirement corpus is usually invested more cautiously than one still growing, and the sequence of returns matters as much as the average.

  4. Raise withdrawal each year (inflation)

    The rate your withdrawal grows to keep its purchasing power. Setting this to zero shows the flattering, unrealistic case; a real plan has to survive inflation.

  5. Read “corpus lasts” against “sustainable / month”

    The first is how many years your chosen withdrawal survives; the second is the amount the corpus earns each month, which it could fund almost indefinitely before inflation. The gap between them is the warning.

Worked example: Drawing ₹50,000 a month from ₹1 crore

A ₹1 crore corpus earning 9% a year, with a ₹50,000 monthly withdrawal that rises 6% a year for inflation.

What to enter

Corpus
₹1,00,00,000
Monthly withdrawal
₹50,000
Expected annual return
9%
Raise withdrawal each year (inflation)
6%

What it shows you

Corpus lasts
≈ 23–24 years

23 years 6 months

Sustainable / month
≈ ₹72,000

roughly one month’s 9% growth

First-year withdrawal
₹6,00,000

6% of the corpus

Where this is taught

A calculator gives you a number. These explain what the number means and when it misleads you.

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