Crorepati Calculator: ₹10,000/Month at 12% Returns
At ₹10,000/month and 12% expected returns, how long before your portfolio crosses ₹1 crore? See the year-by-year growth projection.
This calculation's inputs
- Goal amount
- ₹1,00,00,000
- Monthly SIP
- ₹10,000
- Expected return
- 12% p.a.
- Annual step-up
- 0%
Goal projection
Years to reach goal
12% p.a.21 years
Reach ₹1,00,00,000 at age 51
Total invested
₹60,
Total returns
₹38,
About this scenario
Doubling your SIP from ₹5,000 to ₹10,000 shaves off roughly 4-5 years from the crorepati timeline. At 12% return, ₹10,000/month reaches ₹1 crore in about 16 years versus 21 years at ₹5,000/month.
Frequently asked questions
Start a monthly SIP early, stay invested through market cycles, and step up your contribution each year. At 12% expected annual returns, a ₹10,000/month SIP reaches ₹1 crore in roughly 20 years. Starting earlier or investing more each month reduces the time significantly.
At 12% annual returns: ₹5,000/month takes about 25 years, ₹10,000/month takes about 20 years, ₹20,000/month takes about 16 years, and ₹50,000/month takes about 11 years. The exact number depends on your expected return rate and any existing corpus you already have.
At a 12% annual return, a ₹10,000/month flat SIP reaches ₹1 crore in approximately 20 years. With a 10% annual step-up (increasing your SIP by 10% every year), you can reach ₹1 crore in about 14-15 years on the same starting amount.
Equity mutual funds have historically delivered 12-15% CAGR over long periods of 15+ years in India. For conservative planning, use 10-12%. For calculation purposes, 12% is a commonly used benchmark, but remember that actual returns vary year to year and past performance is not a guarantee.
A step-up SIP (also called a top-up SIP) lets you increase your monthly investment by a fixed percentage each year, typically matching your salary increment. This means you invest more in absolute terms over time without feeling the pinch, while reaching your goal significantly faster than a flat SIP of the same starting amount.
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Assumes constant 12% annual return, compounded monthly. Actual returns will vary based on market conditions.