Calculate the retirement corpus you need to maintain your current lifestyle, factoring inflation in living expenses, expected pre- and post-retirement returns, and life expectancy. Shows the monthly SIP required to reach the target.
Reviewed by the CalculatorKosh Editorial TeamUpdated June 2026Free ยท No sign-up
Retirement Planner
Calculate the retirement corpus you need to maintain your current lifestyle, factoring inflation in living expenses, expected pre- and post-retirement returns, and life expectancy. Shows the monthly SIP required to reach the target.
Your Profile
Plan beyond your statistical average โ a buffer of 5+ years is wise
What you actually spend each month today, excluding investments
Assumptions
6-7% is a sensible long-term default
10-12% for equity-heavy SIPs
7-9% for a debt-heavier mix post-retirement
EPF, PPF, NPS, mutual funds, FDs already earmarked for retirement
Drag sliders to explore different scenarios
What-If Monthly SIP Required
โน15,202
Monthly SIP Required
(โน15,202)
Monthly SIP required: โน15,202to retire at age 60 with a โน2,87,175/mo lifestyle (today's โน50,000/mo inflated by 6% over 30 years)
Corpus required
โน6.86 Cr
โน6,86,42,174
Future monthly expense
โน2.9 L
โน2,87,175
Years to invest
30 years
Real return rate
1.89% per year
The math behind it
Your โน50,000/mo lifestyle today will cost โน2,87,175/mo at retirement (30 years away, 6% inflation). You need a โน6,86,42,174 corpus by then to sustain it for 25 years. Investing โน15,202/mo at 12% return will get you there.
Inflation is the silent killer
Inflation compounds quietly โ a 6% rate means your expenses ~5.7ร over 30 years. That's why your retirement corpus needs to be much bigger than people intuitively think.
Accumulation phase vs Depletion phase
Accumulation: 30 years investing โน15,202/mo ยท Depletion: 25 years drawing down ~โน2,87,175/mo (rises with inflation each year).
Drag sliders to explore different scenarios
What-If Monthly SIP Required
โน15,202
How It Works
The Retirement Planner answers two of the most important personal-finance questions you can ask: how much will I need at retirement? and how much do I have to save every month to get there? The model is built on three standard time-value-of-money identities: inflating today's expenses forward, computing the present value of an inflation-adjusted annuity for the post-retirement period, and solving the SIP future-value formula for the required monthly contribution.
Stage 1 โ Corpus required at retirement
Your current monthly expense is first inflated forward to retirement-day rupees:
futureMonthlyExpense = currentMonthlyExpense ร (1 + inflation)Y
where Y = years until retirement. The corpus that sustains this inflated expense for the post-retirement period is the present value of an inflation-indexed monthly annuity. Mathematically this is equivalent to discounting a flat annuity at the real rate of return (the Fisher equation):
realReturn = (1 + postReturn) / (1 + inflation) โ 1
corpusRequired = futureMonthlyExpense ร [1 โ (1 + r)โN] / r
where r = monthly real rate and N = post-retirement months.
Stage 2 โ Monthly SIP required
Any existing corpus you have today first compounds forward at the pre-retirement return rate. The shortfall is what your monthly SIP must build โ solved from the standard annuity-due future-value formula:
SIP = FV ร r / [((1+r)n โ 1) ร (1+r)]
where FV is the additional corpus needed, r is the monthly pre-retirement rate, and n is the number of monthly contributions.
Why the result often shocks people
Two phenomena make retirement corpora feel impossibly large. First, inflation compounds โ a 6% rate quietly multiplies expenses by roughly 5.7x over 30 years. Second, the real return (return minus inflation) is much smaller than the headline return โ an 8% nominal post-retirement return with 6% inflation is only a ~1.89% real return, which means each rupee of monthly expense at retirement needs many rupees of corpus to sustain. These two together explain why โน1 crore โ a number that sounds enormous today โ is rarely enough for a 30-year-old's retirement.
Frequently Asked Questions
The corpus needed at retirement depends on your future monthly expense, life expectancy, and post-retirement return on the corpus. Start with today's monthly expense, inflate it forward to retirement age using a long-term inflation rate (6-7% is a reasonable default), then compute the present value of that inflated monthly amount over the post-retirement period using a real (inflation-adjusted) return rate. For a typical 30-year-old planning to retire at 60 with a โน50,000/month current lifestyle, the corpus is usually in the โน6-8 crore range โ much higher than people intuitively expect because inflation compounds quietly over 30 years.
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