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Retirement calculator: the corpus and the SIP to build it.

Enter today’s monthly expenses, your ages and returns before and after retirement. The calculator sizes the corpus and the SIP.

  • Formula shown
  • Free, nothing stored
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Reference returns, tap to use

Model, back tested, RupeeCase indices

Past or back tested returns are not a promise of future returns.

Corpus needed at 55₹6.58 Cr
Monthly SIP from today₹25,752
Monthly expenses at 55₹2,41,117from ₹50,000 today
Current savings grow to₹1.07 Cr
The 25x check (4% rule)₹7.23 Crfirst year expenses x 25
₹0₹2.50 Cr₹5 Cr₹7.50 Cr₹10 Cr28384858687885
  • Corpus by age
Withdrawals rise with inflation each year and the corpus earns 8.0% after retirement; it runs to age 85.

01How it works

In plain words.

Expenses grow with inflation until retirement. From then on the corpus pays a yearly withdrawal that keeps rising with inflation, while the rest earns the post retirement return. The corpus needed is the present value of those withdrawals at the real return. Your savings compound towards it, and the SIP fills the gap.

The formula

Yearly expense at retirement E = expenses x 12 x (1 + inflation)^years to goReal return = (1 + post return) / (1 + inflation) - 1Corpus = E x (1 - (1 + real)^-years in retirement) / realSIP = (corpus - savings grown) x i / ((1 + i)^n - 1)

02Worked example

The default numbers, by hand.

Age 28 to 55, Rs 50,000 a month today, 6% inflation: expenses at 55 are about Rs 2.4 lakh a month. Funding them to 85 at 8% after retirement needs about Rs 6.58 crore; with Rs 5 lakh saved growing at 12%, the SIP is about Rs 25,800 a month.

InputValue
Age now28
Retirement age55
Plan until age85
Monthly expenses today₹50,000
Savings so far₹5,00,000
Inflation a year6%
Return before retirement12%
Return after retirement8%
ResultValue
Corpus needed at 55₹6.58 Cr
Monthly SIP from today₹25,752
Monthly expenses at 55₹2,41,117
Current savings grow to₹1.07 Cr
The 25x check (4% rule)₹7.23 Cr

03Key concepts

What to know before you use it.

The 4% rule

Research on US data (Bengen 1994; the Trinity study, 1998) found that withdrawing 4% of the starting portfolio, raised for inflation each year, lasted 30 years in most historical periods for portfolios with at least half in stocks. It is a US result and a rule of thumb; the card shows 25 times the first year’s expenses as a cross check.

Healthcare

Medical costs have often risen faster than headline inflation. A separate health cover and a higher inflation figure for medical spending are common ways to plan for it.

Good to know

  • A few extra working years change the result twice: more years of saving and fewer of withdrawing.
  • NPS, EPF and PPF balances count towards the savings figure.

04Assumptions

What the calculator assumes.

  • Constant returns and inflation; withdrawals at the end of each year.
  • No pension, rent or other income in retirement; no tax.

Sources, checked 12 Oct 2026

  1. Cooley, Hubbard and Walz (Trinity University), Retirement Savings: Choosing a Withdrawal Rate That Is Sustainable, AAII Journal, February 1998
  2. William Bengen, Determining Withdrawal Rates Using Historical Data, Journal of Financial Planning, October 1994
  3. RBI, monetary policy framework: CPI inflation target of 4% within a band of 2% to 6%, renewed for 1 Apr 2026 to 31 Mar 2031

05Questions

Asked about the Retirement planner.

How much corpus do I need to retire in India?

Enough to fund your expenses, rising with inflation, until the age you plan for. The calculator works it out from today’s expenses; the 25x card gives a quick cross check.

What is the 4% rule?

A rule of thumb from US research: withdraw 4% of the corpus in the first year and raise it with inflation; historically that lasted about 30 years in most periods. It is not a guarantee, and the evidence is from US markets.

06Keep going

Learn the idea, see it applied.

More goal planning calculators

Education only, not investment advice. RupeeCase is a technology platform operated by QC Alpha Technologies Pvt Ltd; it is not a fund, a PMS or a SEBI registered investment adviser. Model returns are back tested and not a promise of future returns. Figures carry the date they were checked.