How Much Do You Need to Retire at 60? The 3-Number Corpus Formula, Explained Simply
How much do you need to retire at 60? This 3-number retirement corpus formula uses your expenses, inflation, and the x25 rule — with a worked Indian example.

Quick Answer
You need roughly 25 times your annual retirement-year expenses to retire at 60. Three numbers get you there: (1) current annual expenses, (2) those expenses inflated to your retirement age, and (3) the x25 multiplier from the 4%-rule. Example: Rs 6 lakh a year today, 6% inflation, 30 years to go — a corpus of about Rs 8.6 crore.The 3-Number Formula, Explained
Most retirement advice is complicated. But the core question is simple: "How much money do I need on the day I stop working?" The 3-number formula answers it in three steps. Number 1: Your current annual expenses. Not your salary — your spending. Add up what your household actually spends in a year: groceries, rent or EMI, school fees, transport, utilities, everything. Retirement is funded by expenses, not income, because savings only need to replace what you actually use. Number 2: Inflation to retirement age. A rupee today is not a rupee in 2046. If you are 30 and retiring at 60, you face 30 years of price rises: Future annual expense = Current annual expense x (1 + inflation)^years A commonly used planning assumption for India is 6% annual inflation — above the RBI's current CPI forecast but closer to the long-run average households have actually experienced. This is the number that shocks most people: inflation compounds silently, and its effect over decades is enormous. Number 3: The x25 multiplier. Retirement research originating in the US (Bill Bengen's 4%-rule studies, based on 30-year retirement horizons) found that withdrawing about 4% of the starting corpus per year has historically sustained a 30-year retirement. Invert that: if 4% must cover one year of expenses, your corpus must equal 25 years of expenses — so multiply your Number 2 by 25.The Worked Example: Step-by-Step Math
A concrete case you can copy. Assumed inputs: age 30, current annual expenses Rs 6,00,000, retirement at 60 (30 years away), inflation assumed at 6% per year. Every result below is illustrative — change the inputs and the answers change. Step 1 — Current annual expenses: Rs 6,00,000. Step 2 — Inflate 30 years at 6%: Rs 6,00,000 x (1.06)^30 = Rs 6,00,000 x 5.743 = Rs 34,46,095, about Rs 34.5 lakh. That is arithmetic, not a prediction. This single step is where most retirement plans go wrong — people plan for today's expenses in tomorrow's prices. Step 3 — Apply the x25 multiplier: Rs 34,46,095 x 25 = Rs 8,61,52,375, about Rs 8.6 crore — simply what this set of inputs produces. Bonus — What would that take to save monthly? If this 30-year-old started today and earned an assumed 12% annual return for 30 years, the monthly saving needed to reach Rs 8.6 crore is roughly Rs 24,650 per month (from the standard SIP future-value formula: monthly rate 1%, 360 months). Purely illustrative — actual returns are never guaranteed; the lesson is directional: earlier starts mean gentler monthly burdens.Why 6% vs 4% Inflation Changes Everything
The most misunderstood part of the formula is Number 2. Small changes in the inflation assumption produce enormous changes in the corpus, because inflation compounds through both the expense growth and the x25 multiplier. Here is the same example (age 30, Rs 6,00,000 current annual expenses, retire at 60) under three inflation assumptions: • 5% inflation: future annual expense about Rs 25.9 lakh; corpus x25 about Rs 6.5 crore. • 6% inflation: future annual expense about Rs 34.5 lakh; corpus x25 about Rs 8.6 crore. • 7% inflation: future annual expense about Rs 45.7 lakh; corpus x25 about Rs 11.4 crore. One extra percentage point of inflation — from 6% to 7% — adds nearly Rs 3 crore to the target. The RBI's FY27 CPI forecast from its October 7 MPC decision is 5.2%, which sounds reassuring — but planning on 5.2% leaves no margin if your personal cost of living (education, healthcare, housing) rises faster than headline CPI. The honest approach: compute the number at 5%, 6%, and 7% and treat the band — Rs 6.5 to Rs 11.4 crore in this example — as your planning zone, not a single figure.Add a Healthcare Buffer on Top
The x25 formula covers living expenses, not the medical bills that arrive when income stops. Healthcare costs rise faster than general inflation, and premiums climb sharply after 60 while coverage terms tighten. A practical approach: estimate your likely post-60 annual medical spending, inflate it the same way, and hold it as a separate buffer rather than folding it into the x25 number. The exact figure is highly personal; the principle matters — do not let medical costs surprise a corpus built for groceries and rent.The 4%-Rule Caveats for India
The x25 multiplier comes from US research — a US retiree, US market history, US inflation, a 30-year horizon. Three honest caveats for India: 1. Indian inflation history is higher. The 4% rule was stress-tested against US inflation near 3%. India's long-run CPI experience is meaningfully higher, so stress-test at 6% and 7% rather than anchoring on the optimistic case. 2. Retirements may run longer than 30 years. A 60-year-old in India today can reasonably plan for 25–30 years — longer if you retire at 55. Some planners discussing India use around 3.5% (roughly x28–x30) rather than 4%. Treat x25 as a starting estimate, not a finish line. 3. Sequence-of-returns risk is real. The 4% rule assumes average returns across the retirement years, but averages hide order: if markets fall hard in your first few retired years, withdrawals taken while the portfolio is down can permanently damage it. The rule is a planning shortcut, not a guarantee — no formula can promise your money will last. Use the 3-number formula as what it is: a clear first estimate, stress-tested across inflation assumptions, revisited every few years — not a one-time calculation trusted blindly for three decades.How to Close the Gap: Three Levers
Once you have your number, there is usually a gap. Three generic levers close it — no product recommendations, no magic instruments. Lever 1: Start earlier. In our example, Rs 24,650 a month assumed 30 years; with only 20 to go, the same corpus demands a far larger amount. Every year you delay, the monthly burden rises. Lever 2: Step up savings as income grows. Start with what you can manage today and increase it by a fixed percentage each year, roughly in line with salary growth. Step-ups are powerful because the later, larger additions still compound for years. Lever 3: Use the tax-advantaged routes available to you. Generically, Indian salaried individuals typically build retirement savings through a mix of EPF, PPF, NPS, and mutual funds. This article makes no recommendation among them and no claim about their returns — the point is structural: routes with employer contributions, tax benefits, or enforced lock-ins help savings actually happen, which is where most plans fail. Which combination suits you is a personalised question for a SEBI-registered investment adviser.FAQs
Your Action Checklist (Do This Week)
1. Write down your household's actual annual spending — the real figure, not a guess. That is Number 1. 2. Pick your retirement age and compute the years remaining. Inflate Number 1 at 6% (and also 5% and 7%) using (1 + inflation)^years. Those are your Number 2 scenarios. 3. Multiply each Number 2 by 25. That band is your planning zone for Number 3. 4. Add a separate healthcare buffer estimate — do not fold medical costs into the x25 number. 5. Compare the target band with what you have saved today plus your current monthly savings. Identify the gap. 6. Choose one lever this month: begin now, step up savings by a fixed percentage, or reorganise existing savings. 7. Re-run the three numbers every two to three years.
Learn MoreDiscussion
Your next good read.
Inflation Calculator: What ₹1 Lakh Buys in 10 Years — and How to Beat It
7 min read
ToolsMarket Crashed Today? What Your SIP's XIRR and CAGR Actually Tell You — SIP Returns Explained Simply
9 min read
ToolsAsset Allocation Calculator: Split Equity, Debt & Gold Right
10 min read
Tools₹19,819/Month Could Build ₹1 Crore in 15 Years: Goal Math
8 min read