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The First ₹1 Crore Is the Hardest: Why the Next Ones Come Faster
"I'm 27, I earn ₹80,000 a month and I put ₹20,000 into a SIP. When will I have ₹1 crore?" At 11 % a year after costs, the answer is 15 years 8 months — and it feels like forever. But the second crore takes only 5 years 6 months more, and the third just 3 years 5 months. Here is why the first crore is the hardest, and what actually shortens the wait.
20 October 202610 min readBy CalcGlass Team
In short
- ₹20,000 a month at 11 % reaches ₹1 crore in 15 years 8 months, ₹2 crore in 21 years 2 months and ₹3 crore in 24 years 7 months.
- For the first crore you put in ₹37,60,000 of your own money; for the third, only ₹8,20,000 — growth does the rest.
- Raising the SIP by 10 % every year brings the first crore forward to 12 years 4 months.
- A 1 % yearly expense ratio costs ₹57,18,009 by the time you reach the third crore.
- At 6 % inflation, ₹1 crore 15 years 8 months from now buys what ₹40,13,668 buys today.
01"When will I have ₹1 crore?"
It's the question almost every salaried 25–30-year-old asks once they start a SIP (Systematic Investment Plan — a fixed amount invested in a mutual fund every month). ₹1 crore is a round, emotional number. It sounds like "made it".
Then you open a calculator, see a number in the mid-teens of years, and wonder whether it's worth it. It is — but only if you understand why the wait is front-loaded. The first crore is mostly built from your own savings. The ones after it are mostly built by the first crore.
02The assumptions behind every example
Every figure in this post comes from CalcGlass calculators with the inputs below. They are illustrations, not a forecast: real returns go up and down from year to year, and nobody can promise 11 % or any other figure.
| Assumption | Value | Why |
|---|---|---|
| Monthly SIP | ₹20,000 | 25 % of an ₹80,000 monthly salary |
| Return before costs | 12 % a year | An illustrative long-run figure for an equity fund, not a promise |
| Costs (expense ratio) | 1 % a year | The fund's yearly charge, taken out of its value every day |
| Return after costs | 11 % a year | 12 % minus the 1 % expense ratio — used in every example unless stated |
| Inflation | 6 % a year | A planning figure a little above India's latest CPI print (5.54 % for September 2026) |
| Tax on gains | 12.5 % above ₹1.25 lakh a year, plus 4 % cess | Long-term capital gains on equity funds, FY 2026-27 rules as of October 2026 |
| Timing | Start of each month, return ÷ 12 a month | The convention most Indian SIP calculators use |
03Three crores, three very different waits
Here's the same ₹20,000 a month, never increased, growing at 11 % a year after costs:
| Milestone | Reached after | Time since the last crore | Your money added in that stretch | Corpus then |
|---|---|---|---|---|
| First ₹1 crore | 15 years 8 months | 15 years 8 months | ₹37,60,000 | ₹1,00,38,878 |
| Second crore (₹2 crore) | 21 years 2 months | 5 years 6 months | ₹13,20,000 | ₹2,01,52,288 |
| Third crore (₹3 crore) | 24 years 7 months | 3 years 5 months | ₹8,20,000 | ₹3,02,94,645 |
Look at the fourth column. To reach the first crore you invested ₹37,60,000 of your own money and growth added ₹62,78,878. For the third crore you added only ₹8,20,000 — the rest came from the money already invested.
The reason is simple. Once your pot is ₹1 crore, 11 % growth adds about ₹11,00,000 in a year by itself. Your own SIP adds ₹2,40,000 a year. The pot is now earning more than four times what you put in, so each new crore comes faster than the last.
Corpus = P × [((1 + i)ⁿ − 1) ÷ i] × (1 + i)
- P
- the monthly SIP (₹20,000)
- i
- the monthly return: 11 % ÷ 12 ÷ 100 = 0.009167
- n
- the number of monthly instalments (188 for 15 years 8 months)
The (1 + i)ⁿ part is compounding: returns earning returns. In the early years n is small and that part barely moves, so your contributions dominate. Later, it takes over.
See the first crore in the Step-up SIP CalculatorCorpus ₹1,00,38,878 · invested ₹37,60,000 · in today's money ₹40,29,272Change the monthly amount and the return to your own numbers — and switch the period between months and years to find when you cross ₹1 crore.
04The step-up: raise your SIP with your salary
Most salaries rise every year. A step-up SIP raises the instalment by a fixed percentage every 12 months — for example 10 % with each appraisal — so your savings keep pace with your income instead of shrinking as a share of it.
| Milestone | Reached after | Time since the last crore | Total you've invested | Monthly SIP by then |
|---|---|---|---|---|
| First ₹1 crore | 12 years 4 months | 12 years 4 months | ₹53,83,302 | ₹62,769 |
| Second crore (₹2 crore) | 16 years 4 months | 4 years | ₹89,95,533 | ₹91,899 |
| Third crore (₹3 crore) | 18 years 11 months | 2 years 7 months | ₹1,21,66,983 | ₹1,11,198 |
The first crore arrives 3 years 4 months sooner, and ₹3 crore arrives almost 6 years sooner. Be honest about the cost: you invest more of your own money (₹53,83,302 instead of ₹37,60,000 by the first crore), and by year 13 your SIP is ₹62,769 a month. That only works if your income really grows — which is why the step-up is tied to your salary, not to wishful thinking.
Try a 10 % yearly step-upCorpus ₹1,00,50,657 · final SIP ₹62,769Put in your own SIP and the raise you expect each year. If 10 % feels too much, try 5 % — it still helps a lot, as the next table shows.
05What changes the timeline most
Here is how long the first ₹1 crore takes when you change one thing at a time. Everything else is as in the assumptions table.
| What you do | Return after costs | First ₹1 crore after |
|---|---|---|
| Invest ₹10,000 a month | 11 % | 21 years 2 months |
| Invest ₹20,000 a month (the base case) | 11 % | 15 years 8 months |
| Invest ₹30,000 a month | 11 % | 12 years 9 months |
| ₹20,000 a month in a fund costing 0.5 % instead of 1 % | 11.5 % | 15 years 4 months |
| ₹20,000 a month, raised 5 % every year | 11 % | 13 years 10 months |
| ₹20,000 a month, raised 10 % every year | 11 % | 12 years 4 months |
- How much you invest is the biggest lever early on. Halving the SIP from ₹20,000 to ₹10,000 adds 5 years 6 months.
- A yearly step-up is the most painless lever: you start at the same ₹20,000, and even 5 % a year saves 1 year 10 months.
- Costs matter less for the first crore (4 months for half a percent) but a lot for the later ones — see the next section.
- Starting early is the lever you can't buy back: every year you wait is a year less of compounding at the end, when it is worth the most.
06What costs and tax take out of your crore
Every mutual fund charges an expense ratio — a yearly fee taken out of the fund's value — so you never see a bill, only a slightly lower return. Gains are also taxed when you sell. Here is what both do to the first crore, step by step:
| Stage | What you have | What changed |
|---|---|---|
| Before costs (12 % a year) | ₹1,10,95,041 | — |
| After a 1 % expense ratio (11 % a year) | ₹1,00,38,878 | ₹10,56,163 lost to costs |
| After tax, if you sold everything in one year | ₹92,38,874 | About ₹8 lakh of tax |
| After tax, in today's money (6 % inflation) | ₹37,08,177 | What it would buy at today's prices |
The tax working, under the FY 2026-27 rules as of October 2026: your gain is ₹1,00,38,878 − ₹37,60,000 = ₹62,78,878. The first ₹1.25 lakh of long-term gains in a year is tax-free; the rest is taxed at 12.5 %, plus 4 % health and education cess. That comes to about ₹8 lakh if you sold it all in one go.
Costs grow with time. By the third crore (24 years 7 months), the same 1 % expense ratio has cost ₹57,18,009 — the corpus would be ₹3,60,12,654 at zero cost instead of ₹3,02,94,645. That's why the expense ratio is worth checking before you start, not after.
07What ₹1 crore will really be worth
₹1 crore in 15 years won't buy what ₹1 crore buys today. At 6 % inflation prices roughly double every 11.9 years. So ₹1 crore received 15 years 8 months from now buys what ₹40,13,668 buys today — it has lost 59.9 % of its purchasing power.
| Milestone | Reached after | Corpus then | In today's money |
|---|---|---|---|
| First crore | 15 years 8 months | ₹1,00,38,878 | ₹40,29,272 |
| Second crore | 21 years 2 months | ₹2,01,52,288 | ₹58,70,614 |
| Third crore | 24 years 7 months | ₹3,02,94,645 | ₹72,32,082 |
This doesn't make the first crore pointless — it is still a large, flexible pot of money. But if what you really want is ₹1 crore of today's buying power, plan for that number instead. In 20 years, at 6 % inflation, that means ₹3,20,71,355. At 11 % after costs it takes a SIP of ₹36,713 a month, or one that starts at ₹17,926 and rises 10 % a year.
08What's changed in 2026
None of these changes the arithmetic above, but they change the inputs you should use. All figures are as of October 2026.
- Inflation is rising again. India's CPI inflation was 5.54 % in September 2026, up from 4.83 % in August, with food inflation at 7.74 % (MoSPI, released 12 October 2026, on the new 2024-base series). That's why this post plans with 6 %, not a lower figure.
- The RBI raised the repo rate by 0.25 percentage points to 5.50 % on 7 October 2026 and projected CPI inflation of 5.2 % for 2026-27. Higher rates affect loans and deposits; they don't change how compounding works for a long-term SIP.
- Fund costs are disclosed differently. SEBI's new mutual fund regulations, in force from 1 April 2026, split the old all-in expense ratio into a base expense ratio (the fund house's fee) plus brokerage and statutory levies shown separately. When you compare funds, look at the total expense ratio — the full yearly cost you bear — not just the base figure.
- A new Income-tax Act. The Income-tax Act, 2025 replaced the 1961 Act from 1 April 2026 and calls the year a "tax year". The equity fund rates used here — 12.5 % on long-term gains above ₹1.25 lakh a year, 20 % on short-term gains — are unchanged for 2026-27.
09Your next step
- Open the Step-up SIP Calculator with your own SIP, a return you're comfortable assuming and the yearly raise you can afford, and find when you cross ₹1 crore.
- Use the Inflation Calculator to see what that ₹1 crore will be worth in today's money.
- If you want a target in today's rupees, use the Goal-based Investment Planner to get the monthly SIP it needs.
- Check your fund's total expense ratio in the Fee Impact Calculator to see what it costs you over your timeline.
10Questions people ask
How long does it take to make ₹1 crore with a SIP?
It depends mostly on the amount and the return. At 11 % a year after costs, ₹10,000 a month takes 21 years 2 months, ₹20,000 takes 15 years 8 months and ₹30,000 takes 12 years 9 months. Returns are not guaranteed, so treat these as illustrations.
Why does the second crore come so much faster than the first?
Because by then your pot is earning more than you add. ₹1 crore growing at 11 % adds about ₹11,00,000 in a year, while a ₹20,000 SIP adds ₹2,40,000. With ₹20,000 a month, the second crore takes 5 years 6 months and the third 3 years 5 months.
Is a step-up SIP better than a bigger flat SIP?
It's easier to live with. Starting at ₹20,000 and raising it 10 % a year reaches ₹1 crore in 12 years 4 months — about as fast as a flat ₹30,000 (12 years 9 months) — but you start lower and grow into it as your salary rises.
Will ₹1 crore be enough?
Not on its own as a retirement number. At 6 % inflation, ₹1 crore 15 years 8 months from now buys what ₹40,13,668 buys today. Plan your goal in today's money and let a goal planner inflate it.
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