Retirement Corpus Calculator

Find out how large a retirement corpus you'll need, accounting for inflation between now and retirement and how long it must last.

₹50,000
₹5K₹5L
30 yrs
1860
60 yrs
4075
85 yrs
70100
6%
2%12%
2%
0%8%

Required Retirement Corpus

0

Monthly Expense at Retirement₹0
Retirement Duration₹0

Why Inflation Changes the Math

₹50,000 a month feels comfortable today, but decades of inflation mean you'll need a much larger number by the time you actually retire — and that corpus then has to keep pace with inflation throughout a retirement that could last 20-30 years. This is the single biggest thing that trips people up when they think about retirement planning informally: they picture their current expenses staying roughly the same, when in reality even moderate inflation compounds into a dramatically larger number over a few decades.

Let's say you're 30 years old today, spending ₹50,000 a month, and planning to retire at 60. At just 6% annual inflation, that same lifestyle costs roughly ₹2,87,000 a month by the time you retire — nearly six times today's figure, even though your actual standard of living hasn't changed at all. This is exactly why retirement planning done using today's expense number, without adjusting for inflation, badly underestimates what's actually needed.

How This Calculator Works

Future Monthly Expense = Today's Expense × (1 + inflation)^years to retirement
Corpus = Annual Expense at Retirement × [1 − (1+r)⁻ⁿ] ÷ r

The corpus formula is a present-value annuity calculation using your real post-retirement return (return after inflation), spread across your expected number of retirement years. This "real return" approach is what makes the formula work correctly even though your expenses keep rising during retirement — instead of separately modeling rising expenses and rising portfolio value year by year, the real return figure already nets the two out, since your portfolio should also be growing at a rate that at least partially offsets ongoing inflation.

A Practical Example

Imagine you're 35, currently spending ₹60,000 a month, planning to retire at 60, and expecting to live to 85. That's 25 years to retirement and another 25 years of retirement to fund. At 6% inflation, your monthly expense at retirement grows to roughly ₹2,57,000. If you assume a 2% real post-retirement return (a reasonably conservative assumption after accounting for inflation), the annuity formula above works out to a retirement corpus in the range of several crore rupees — a number that often surprises people who haven't run the actual calculation, since it's easy to underestimate how much a 25-year retirement, adjusted for inflation, genuinely costs.

What "Real Return" Actually Means, and Why It Matters So Much

Your real return is your investment return minus inflation. If your retirement portfolio earns 8% and inflation runs at 6%, your real return is roughly 2% — the actual growth in your purchasing power, not just the headline number on your statement. A typical mistake we often see is people using their nominal, pre-inflation return in retirement calculations, which dramatically overstates how much their money will actually be worth decades from now. Because this calculator specifically uses real return, it already accounts for inflation eating into your returns — you don't need to separately inflate the corpus target again on top of that.

Why Small Changes in Assumptions Produce Big Swings in the Result

One common scenario: two people run nearly identical numbers through a retirement calculator, but one assumes a 1% real return and the other assumes 3%, and their resulting corpus targets differ by a huge margin. This sensitivity is inherent to long-duration compounding calculations — a small difference in the assumed rate, applied over 25-30 years, compounds into a very different outcome. This is exactly why it's worth running this calculator with a few different, realistic assumptions (a conservative case and an optimistic case) rather than relying on a single set of numbers, so you understand the range of outcomes you might realistically be planning around.

Should You Use a Longer Life Expectancy Than You Expect?

Planning for a longer retirement than you strictly expect is a common and sensible safety margin, because the financial consequences of the two possible errors aren't symmetric. If you plan for too short a retirement and live longer than expected, you risk running out of money in your final years — a genuinely difficult situation. If you plan for too long a retirement and pass away earlier, you simply leave a larger legacy than strictly necessary, which isn't really a problem at all. Given that asymmetry, most financial planners recommend erring on the side of a longer assumed life expectancy rather than a shorter one.

What This Calculator Doesn't Account For

This calculator estimates the corpus needed to sustain a steady, inflation-adjusted monthly expense throughout retirement — but real life is rarely perfectly steady. Healthcare costs, in particular, tend to rise faster than general inflation later in life, and many people also face large, lumpy expenses like a child's wedding, a major home renovation, or unexpected medical events that don't fit neatly into a smooth monthly expense model. Many financial planners suggest treating this calculator's output as your baseline "steady expense" corpus, then adding a separate buffer or dedicated health insurance and emergency fund on top, rather than assuming this single number covers every possible retirement expense.

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