What if I invest $1,000 a month in mutual funds for 20 years?
Now, you may be thinking that $1,000 a month for 20 years is a lot of money -- and you're right. But it's nowhere near $687,306.72. In fact, the actual value of your contributions alone would be $240,000, so you could end up with about $447,307 more than the amount you put in.
The 20-year annualized S&P return ending December 31, 2019, is 6.06%, yet the average equity fund investor saw a 4.25% over the same time period. The S&P 500 index funds have a 10-year annualized return of 13.6%. The average bond mutual fund return is between 4-5%.
| Discount Rate | Present Value | Future Value |
|---|---|---|
| 20% | $1,000 | $38,337.60 |
| 21% | $1,000 | $45,259.26 |
| 22% | $1,000 | $53,357.64 |
| 23% | $1,000 | $62,820.62 |
It's a very good idea to invest in mutual funds through the SIP mode and increase the amount every year. If you are investing for 20 years, there is a high chance of getting a 15% return. If you start with an SIP of Rs.
According to our calculations, a $1000 investment made in February 2014 would be worth $5,971.20, or a gain of 497.12%, as of February 5, 2024, and this return excludes dividends but includes price increases. Compare this to the S&P 500's rally of 178.17% and gold's return of 55.50% over the same time frame.
| Period (start-of-year to end-of-2023) | Average annual S&P 500 return |
|---|---|
| 15 years (2009-2023) | 12.63% |
| 20 years (2004-2023) | 9.00% |
| 25 years (1999-2023) | 7.18% |
| 30 years (1994-2023) | 9.67% |
(You must convert the rate of return to the monthly figure through dividing by 12). You also have n = 10 years or 120 months. FV = Rs 1,84,170. So, the future value of a SIP investment of Rs 1,000 per month for 10 years at an estimated rate of return of 8% is Rs 1,84,170.
The table below shows the present value (PV) of $3,000 in 20 years for interest rates from 2% to 30%. As you will see, the future value of $3,000 over 20 years can range from $4,457.84 to $570,148.91.
The classic approach of doubling your money by investing in a diversified portfolio of stocks and bonds is probably the one that applies to most investors. Investing to double your money can be done safely over several years, but for those who are impatient, there's more of a risk of losing most or all of their money.
After 20 years, your $50,000 would grow to $67,195.97. Assuming an annual return rate of 7%, investing $50,000 for 20 years can lead to a substantial increase in wealth.
When should you stop mutual funds?
When it comes to equity, it is very important that, especially when you are thinking about long-term goals, you want to exit as soon as you have 2-3 years left approaching your goal and there are just 2-3 years to get there. That is number one.
If a fund consistently underperforms over multiple periods and fails to deliver satisfactory returns, consider exiting the investment. Research and select funds with a similar investment objective but better track records and performance history to redirect your investments.
Mutual funds have sales charges, and that can take a big bite out of your return in the short run. To mitigate the impact of these charges, an investment horizon of at least five years is ideal.
If you start by contributing $1,000 a month to a retirement account at age 30 or younger, your savings could be worth more than $1 million by the time you retire. Here's how much you should expect to have in your account by the time you retire at 67: If you start at 20 years old you should have $2,024,222 saved.
In fact, at the end of the five years, if you invest $1,000 per month you would have $83,156.62 in your investment account, according to the SIP calculator (assuming a yearly rate of return of 11.97% and quarterly compounding).
If your employer offers a 401(k) with matching contributions, it's entirely possible to double your $1,000 investment. How much money your company matches will vary, but many offer to match half or even all of your contributions. If they offer 100% matching, you can double your money in no time.
Imagine you wish to amass $3000 monthly from your investments, amounting to $36,000 annually. If you park your funds in a savings account offering a 2% annual interest rate, you'd need to inject roughly $1.8 million into the account.
A stock portfolio focused on dividends can generate $1,000 per month or more in perpetual passive income, Mircea Iosif wrote on Medium. “For example, at a 4% dividend yield, you would need a portfolio worth $300,000.
- Stocks.
- Real Estate.
- Private Credit.
- Junk Bonds.
- Index Funds.
- Buying a Business.
- High-End Art or Other Collectables.
Investing $1,000 per month for 30 years at a 6% rate of return hypothetically will give you an investment portfolio worth more than $1 million. This result is hypothetical because it doesn't take into account taxes, fees, varying rates of return and other variables, such as extended market downturns.
What if I invest $5000 a month in mutual funds for 10 years?
The SIP calculator shows that a monthly investment of Rs 5000 in the direct plan of this scheme would have grown to approx. Rs 30.5 lakh in 10 years. Monthly SIP of Rs 5000 in the regular plan would have grown to approx. Rs 28.6 lakh in 10 years.
Now, let's consider how our calculations change if the time horizon is 10 years. If you are starting from scratch, you will need to invest about $4,757 at the end of every month for 10 years. Suppose you already have $100,000. Then you will only need $3,390 at the end of every month to become a millionaire in 10 years.
The value of the $1 million today is the value of $1 million discounted at the inflation rate of 3.2% for 40 years, i.e., 1 , 000 , 000 ( 1 + 3.2 % ) 40 = 283 , 669.15.
Over the years, that money can really add up: If you kept that money in a retirement account over 30 years and earned that average 6% return, for example, your $10,000 would grow to more than $57,000. In reality, investment returns will vary year to year and even day to day.
| Discount Rate | Present Value | Future Value |
|---|---|---|
| 2% | $100 | $121.90 |
| 3% | $100 | $134.39 |
| 4% | $100 | $148.02 |
| 5% | $100 | $162.89 |
