Real returns
What will your SIP actually be worth?
A calculator that tells you ₹50 lakh in fifteen years is telling you a number in rupees that will not buy what rupees buy today. The real figure is the one worth planning against.
₹10,000 a month at 12% for 15 years, shown both ways
| Nominal | In today’s money at 6% inflation | |
|---|---|---|
| Total invested | ₹18,00,000 | ₹12,03,010 |
| Maturity value | ₹50,45,760 | ₹21,05,419 |
| Gain over what you put in | ₹32,45,760 | ₹9,02,409 |
Same investment, same return. The second column is what the money will actually buy, and it is the column that decides whether a goal is funded. Each instalment is also counted in today’s money there, so the gain compares like with like.
Why nominal figures mislead
Inflation compounds exactly as returns do, quietly and in the opposite direction. At 6% a year, prices roughly double every twelve years. A projection that ignores this is not wrong arithmetically; it is answering a question you did not ask.
The distinction has a name: nominal return is what the statement says, real return is what it buys. Only the second one funds anything.
How the adjustment works
The maturity value is divided by inflation compounded over the same period, the future amount restated in today's rupees. It does not change what you will receive. It changes what you understand about it.
A useful shortcut for a rough check: subtract inflation from your expected return to get an approximate real rate. 12% nominal against 6% inflation is roughly 6% real, which is a very different planning input from 12%.
What inflation rate to use
Headline CPI understates what most households experience, because the things people save for (education, healthcare, housing in a growing city) have historically risen faster than the basket.
For general goals, 6% is a reasonable planning figure. For an education corpus or a medical buffer, a higher assumption is the honest one. Setting it too low is the more dangerous error, because it makes an underfunded plan look finished.
What to do about it
Set goals in today's money and let the calculator gross them up. "I need ₹30 lakh in today's terms for my child's education" is a target you can reason about. "I need ₹75 lakh in 2044" is a number you cannot sanity-check against anything.
Then raise contributions over time. A flat SIP loses ground to inflation every year by definition; a step-up SIP is the straightforward correction.
Frequently asked questions
Results are estimates for education and planning, not financial advice.
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