How much do you need to retire? Work backwards from the monthly figure
The corpus number looks impossible until you see how it is built. Then it becomes a monthly instalment.
Retirement planning fails at the first step, where a large and abstract number arrives without explanation and people stop reading. Here is how the number is built.
Step one: your expenses at retirement
Take today’s monthly expenses — say ₹50,000 — and inflate them to your retirement date. At 6% inflation over 30 years, that is about ₹2.87 lakh a month. This is the figure most people never calculate, and it is why “₹1 crore is enough” persists.
Step two: what funds that expense
The corpus has to pay that inflating amount for the whole of retirement — commonly 25 years. Because the corpus stays invested, the maths uses the real return: the return above inflation. At a 7% post-retirement return against 6% inflation, that is roughly 1% real, and the corpus needed is large.
Step three: subtract what you already have
Existing savings, EPF and NPS all compound until you retire. Grow them at your pre-retirement return and subtract from the corpus. What remains is the gap.
Step four: turn the gap into a SIP
The gap becomes a monthly instalment at your expected pre-retirement return. This is the only number you have to act on, and it is usually far more manageable than the corpus figure suggested.
The three levers
Save more, retire later, or spend less in retirement. Delaying by five years usually does the most work, because it adds five years of compounding and removes five years of withdrawals at once.
Revisit it annually
Inflation, income and expenses all move. Re-run the retirement calculator once a year with real numbers, and step up the SIP to close whatever gap has opened. A plan checked once and never revisited is a wish.
Related reading
Prepay the home loan or invest the difference?
The spreadsheet answer and the sleep-at-night answer are not always the same, and both are valid.
An emergency fund is not an investment, and that is the point
Six months of expenses in a boring account is what stops one bad month becoming a bad decade.