Retirement Calculator
Find your retirement number — the exact corpus you must accumulate by retirement day. Work backward from your expected monthly expenses to the savings target you need to hit.
What Is "The Retirement Number"?
- Your retirement number is a corpus target, not a vague goal: It is the total invested wealth you must accumulate by your retirement date so that systematic withdrawals sustain your lifestyle indefinitely — without you ever working again. Every other retirement decision flows from this single figure.
- The formula works backward from spending, not forward from savings: Start with how much you need to spend each month in retirement in today's money, inflate that amount to retirement year prices, then divide by your safe withdrawal rate. The result is the corpus you must build. Formula: Corpus = (Monthly expenses × 12 × inflation factor) ÷ SWR.
- Inflation more than doubles the number over 25 years: At 6% annual inflation, ₹60,000/month today costs ₹2,57,514/month in 25 years. Ignoring inflation when calculating your retirement number means you plan for a corpus that is less than half what you actually need — a catastrophic error with no recovery option in retirement.
- The safe withdrawal rate caps how much you can draw annually: At 4% SWR, your corpus must be 25× your annual retirement expenses. At the Indian-recommended 3.5% SWR (accounting for higher domestic inflation), the multiplier rises to 28.6× — a materially larger target that requires earlier and more aggressive accumulation.
- Your retirement number determines what you must save today: Once the corpus target is fixed, the calculator reverses to find the monthly SIP needed to reach it — at a given return rate, over your accumulation horizon. This transforms an abstract wealth goal into an actionable monthly contribution.
How to Calculate Your Retirement Number
- Estimate monthly expenses in today's money: List your current household spending categories — housing, groceries, utilities, transport, travel, healthcare, leisure — and project how they change in retirement (no commute costs, higher healthcare, more leisure). Work in present-day rupees; the calculator handles inflation.
- Set your retirement age and life expectancy: The gap between retirement age and life expectancy (plan to age 85-90 to avoid outliving funds) determines how many years your corpus must sustain withdrawals. A 60-year-old planning to age 88 needs 28 years of withdrawal capacity.
- Input your inflation assumption: India's long-run CPI inflation averages 5-6% annually. Use 6% for a conservative estimate — higher inflation shrinks the real purchasing power of a fixed corpus faster, requiring a larger nominal corpus to sustain the same lifestyle.
- Choose a safe withdrawal rate: Enter 4% to follow the classic Trinity Study rule, or 3.5% for a more conservative Indian context. The calculator divides your inflation-adjusted annual expenses by this rate to compute the corpus target. Lower SWR = larger corpus required.
- Read your retirement number and required monthly SIP: The output shows the nominal corpus needed at retirement and the monthly investment required today (at your expected portfolio return) to reach it — giving you both the destination and the driving directions.
Real-World Use Case
A 35-year-old product manager in Bengaluru wants to retire at 60. Current monthly household expenses are ₹70,000 — she expects to maintain this lifestyle in retirement, adjusted for dropping child education costs but adding travel and higher healthcare. She uses ₹70,000 as her baseline. Inflation factor over 25 years at 6%: 1.06^25 = 4.292. Inflation-adjusted monthly expenses at retirement: ₹70,000 × 4.292 = ₹3,00,440/month, or ₹36,05,280 annually. At 3.5% SWR, the required corpus = ₹36,05,280 ÷ 0.035 = ₹10.3 crore. At 11% expected annual portfolio return over 25 years, reaching ₹10.3 crore requires a monthly SIP of approximately ₹57,500. She currently invests ₹35,000/month (EPF + NPS + equity SIP). The calculator reveals a ₹22,500/month gap — which she plans to close through step-up contributions of 12% per year tied to salary increments, closing the gap within four salary cycles.
Best Practices
- Add a 10-15% buffer to your retirement number: The corpus calculation assumes smooth, average returns — real markets deliver lumpy, variable returns. A 10-15% buffer on top of the formula-derived number absorbs poor early-retirement return sequences without forcing lifestyle cuts.
- Recalculate after every major life event: Marriage, a child, a career change, or a large inheritance each materially shift either the target corpus (changed expenses) or the accumulation trajectory (changed savings). Treat the retirement number as a living figure, not a one-time calculation.
- Separate the healthcare corpus from the retirement number: Medical inflation in India runs at 10-12% annually, far outpacing CPI. Budget ₹75 lakh to ₹1.5 crore in today's value as a dedicated healthcare reserve — kept in liquid, low-risk instruments — rather than folding it into your monthly expense estimate.
- Subtract guaranteed income streams from the corpus requirement: If EPF matures to ₹80 lakh and a PPF account delivers ₹40 lakh at retirement, your corpus target is the remainder — not the full amount your withdrawal calculation implies. Every rupee of guaranteed income reduces the corpus you must accumulate from market investments.
- Run both 4% and 3.5% SWR scenarios and target the larger number: Hitting the 3.5% SWR corpus target means if you end up drawing at 4%, you have 14% more runway built in — providing significant protection against longer-than-expected lifespans or higher-than-expected inflation in your 70s and 80s.
Performance & Limits
- Inflation range modeled: Supports 2-12% annual inflation assumptions — covers optimistic (2-3%), baseline Indian CPI (5-6%), and stress-test (9-12%) scenarios for the corpus inflation factor.
- SWR flexibility: Accepts 2-8% safe withdrawal rate inputs — from ultra-conservative perpetuity planning (2%) through aggressive depletion strategies (8%), covering every withdrawal philosophy.
- Accumulation period: Calculates corpus requirements for 5 to 45-year accumulation horizons — from near-retirement catch-up planning to early-career FIRE scenarios.
- Existing corpus credit: Inputs existing invested wealth (current EPF balance, existing mutual fund corpus, PPF balance) and deducts the future value of this head-start from the required fresh monthly contribution — preventing overstatement of the savings gap.
- Backward and forward calculation modes: Given a corpus target, compute the required monthly SIP; or given a fixed monthly SIP, compute the projected corpus — both directions are supported for complete retirement number analysis.
Common Mistakes to Avoid
- Using nominal corpus without inflation adjustment: Planning for "₹2 crore" without specifying when or in what rupee value is meaningless. ₹2 crore in 2025 rupees and ₹2 crore in 2050 rupees are completely different targets — always work in today's money first, then let the inflation factor convert to nominal corpus required.
- Ignoring the withdrawal period in the corpus formula: The 4% rule implicitly assumes a 30-year withdrawal period. If you plan to retire at 55 and live to 90, you need a 35-year withdrawal horizon — which pushes the safe withdrawal rate down to approximately 3.3% for the same historical success probability, significantly increasing the corpus target.
- Failing to model post-retirement portfolio returns: The corpus does not sit idle in retirement; it remains invested (though more conservatively). A retiree earning 7% on a balanced debt-equity portfolio while withdrawing at 3.5% still grows the corpus in real terms early in retirement — models that assume zero post-retirement growth overstate the required corpus.
- Treating the retirement number as a ceiling instead of a floor: The corpus calculation is the minimum needed for a specific lifestyle at a specific SWR. Career disruptions, higher-than-expected inflation, or medical emergencies can each independently breach this floor. Treat your retirement number as the baseline, and aim 15-20% above it.
Privacy & Security
- All calculations run locally in your browser: Expense inputs, age, inflation assumptions, and corpus targets are computed entirely client-side — no data leaves your device at any point in the calculation process.
- No personal financial data is transmitted or stored: This tool does not connect to banks, investment platforms, or government databases. Nothing you enter is associated with your identity or financial accounts.
- No registration or login required: Calculate your retirement number anonymously — no email, phone number, PAN, or Aadhaar is required to access full calculator functionality.
- Inputs are session-scoped and auto-cleared: All entered values exist only for the duration of your browser session and are discarded immediately upon page close or navigation, leaving no locally persisted financial data.
Frequently Asked Questions
What is a retirement number and how is it calculated?
A retirement number is the total invested corpus you must accumulate by your retirement date to sustain your desired lifestyle without employment income. It is calculated by working backward from spending: (1) Estimate monthly expenses in today's money; (2) Multiply by 12 for annual expenses; (3) Apply the inflation factor (1 + inflation rate) ^ years to retirement to get future annual expenses; (4) Divide by your safe withdrawal rate. Example: ₹60,000/month today, retiring in 25 years at 6% inflation, 4% SWR — annual expenses at retirement = ₹7,20,000 × 4.292 = ₹30,90,240; corpus = ₹30,90,240 ÷ 0.04 = ₹7.73 crore. That is the retirement number for this scenario.
How do I estimate my retirement expenses accurately?
Start with your current monthly household spending as the baseline. Then apply retirement-specific adjustments: subtract work-related costs (commute, professional clothing, work lunches — typically ₹8,000-15,000/month for urban professionals), subtract child-dependent expenses if children will be financially independent, add leisure and travel (retirement typically increases discretionary spending by ₹10,000-20,000/month initially), and significantly increase healthcare provisioning (add ₹8,000-15,000/month for premiums and out-of-pocket costs rising with age). Most Indian urban retirees find their adjusted retirement expenses are 70-85% of current working-life expenses — meaning ₹1 lakh/month spending today implies ₹70,000-85,000/month retirement spending, in today's rupees.
What is the 4% rule and does it apply to India?
The 4% rule (from the US Trinity Study) states that withdrawing 4% of your initial corpus in year one, then adjusting subsequent withdrawals for inflation, historically sustained a 30-year retirement with a high success rate across historical US market data. For Indian retirees, direct application is debated: India's structural inflation (averaging 5-6% versus 2-3% in the US) means purchasing power erodes faster, and Indian market return history differs from US history. Many Indian financial planners recommend a 3-3.5% SWR for domestic retirees, particularly for early retirees or those planning for 30+ year retirements. Using 3.5% increases the required corpus by 14% relative to 4% — a meaningful but manageable adjustment if planned early.
How does inflation change my retirement number over different time horizons?
Inflation's impact on the retirement number compounds dramatically with time. At 6% annual inflation, ₹1 lakh/month today requires: ₹1.79 lakh/month in 10 years (factor: 1.79×), ₹3.21 lakh/month in 20 years (factor: 3.21×), ₹4.29 lakh/month in 25 years (factor: 4.29×), ₹5.74 lakh/month in 30 years (factor: 5.74×). A person planning to retire in 30 years with ₹1 lakh/month expenses today needs a corpus target based on ₹5.74 lakh/month — nearly 6× the current expense. At 4% SWR, that is ₹5.74 lakh × 12 ÷ 0.04 = ₹17.2 crore. The same person retiring in 20 years needs only ₹9.6 crore. Each additional decade of accumulation time shrinks the required monthly SIP dramatically — reinforcing why starting early is the most powerful lever in retirement number calculation.