Type "retirement calculator" into any search engine and you'll get a number in seconds. The problem isn't the maths — it's the assumptions hidden inside. Change two or three inputs quietly and the "required corpus" can shrink by half. That's how people end up 60 years old with a fund that runs dry at 78, when they're likely to live to 88.
| Assumption | Common shortcut | Honest version |
|---|---|---|
| Inflation post-retirement | Ignored — expenses assumed flat | Applied every year for 25-30 years of retired life too |
| Post-retirement return | 10-11% (equity-like) | 7-9% (safer, blended portfolio) |
| Life expectancy | Plan to 75-80 | Plan to 90 — running out of money at 82 is a real risk |
Each of these individually looks like a small tweak. Together, they can make the difference between a corpus of Rs 3 crore and Rs 7 crore for the exact same lifestyle.
Using the example above: Rs 31 lakh/year × 27 (a mid-point multiple) ≈ Rs 8.4 crore corpus required at retirement. That's the honest number — not the Rs 2-3 crore a quick calculator might show using today's expenses without inflating them forward.
The single biggest lever is inflating expenses to the retirement date before applying the multiple. Skipping this step — using today's Rs 7.2 lakh instead of the inflated Rs 31 lakh — is the most common and most damaging shortcut. It alone can understate the required corpus by 3-4x for someone 25 years from retirement.
Once you have the honest target corpus, work back to what you need to invest monthly, using a realistic accumulation-phase return (10-12% for equity-oriented long-term investing) and your actual years remaining. The earlier you start, the more the calculation leans on compounding instead of on your ability to save large amounts later. This is the same principle covered in our piece on the power of compounding through SIPs — starting 10 years earlier can roughly halve the monthly amount needed for the same corpus.
A retirement calculator is only as honest as its inflation and return assumptions. Don't just trust the number a website spits out — check what it assumed for inflation during retirement, what return it used for the withdrawal phase, and what age it planned you to live to. If those three inputs look conservative and realistic, the number is worth trusting. If not, redo the maths with the honest assumptions above — even if the bigger number is uncomfortable to look at today.