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Retirement

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

years
18 yrs70 yrs
years
40 yrs75 yrs
years
60 yrs100 yrs

Plan beyond your statistical average โ€” a buffer of 5+ years is wise

โ‚น
โ‚น5 Kโ‚น50 L

What you actually spend each month today, excluding investments

Assumptions

%
0%15%

6-7% is a sensible long-term default

%
0%20%

10-12% for equity-heavy SIPs

%
0%15%

7-9% for a debt-heavier mix post-retirement

โ‚น
โ‚น0โ‚น1000 Cr

EPF, PPF, NPS, mutual funds, FDs already earmarked for retirement

Monthly SIP Required

(โ‚น15,202)

Monthly SIP required: โ‚น15,202

to retire at age 60 with a โ‚น2,87,175/mo lifestyle (today's โ‚น50,000/mo inflated by 6% over 30 years)

Corpus required

โ‚น6.86 Cr

โ‚น6,86,42,174

Future monthly expense

โ‚น2.9 L

โ‚น2,87,175

Years to invest

30 years

Real return rate

1.89% per year

The math behind it

Your โ‚น50,000/mo lifestyle today will cost โ‚น2,87,175/mo at retirement (30 years away, 6% inflation). You need a โ‚น6,86,42,174 corpus by then to sustain it for 25 years. Investing โ‚น15,202/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 โ‚น15,202/mo ยท Depletion: 25 years drawing down ~โ‚น2,87,175/mo (rises with inflation each year).

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50000 โ‚น
10000 โ‚น500000 โ‚น

What-If Monthly SIP Required

โ‚น15,202

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) โˆ’ 1

corpusRequired = futureMonthlyExpense ร— [1 โˆ’ (1 + r)โˆ’N] / 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 โˆ’ 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 โ‚น1 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 โ‚น50,000/month current lifestyle, the corpus is usually in the โ‚น6-8 crore range โ€” much higher than people intuitively expect because inflation compounds quietly over 30 years.

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