The Power of Compounding

eveee99

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Reproduced from Wealthy Retirement:

Here's a mind-blowing example from a study conducted by Richard Russell of the Dow Theory Letters on the power of compounding:

An 18-year-old girl puts $2,000 into an account each year from the ages of 19-25, then stops contributing and lets it compound at a rate of 10% until age 65. That means she has contributed only $14,000 in total. But because of compounding, by age 65, she's almost a millionaire, with $944,641 in her account.

Now, let's say this girl has a twin brother. He's not as disciplined and continues to blow his money on useless things. Finally, at age 26, he realizes he needs to start saving, too.

He puts $2,000 per year into his account starting at age 26. He also lets his money compound at a rate of 10% until age 65. Except he contributes $2,000 every single year from ages 26-65. That means he's contributed $80,000 in total... more than five times what his sister has contributed.

By age 65, he's almost a millionaire, too, with $973,074 in his account.

Who's the winner?

The sister contributed only $14,000 ($2,000 per year over seven years) and ended up with $944,641. That's a net gain of $930,641, or 66 times her original investment.

The brother contributed $80,000 ($2,000 per year over 40 years) and ended up with $973,074. That's a net gain of $893,074, or 11 times his original investment.

The sister was able to accomplish much better results with much less money... all because she realized the power of compounding money over long periods of time.

If you missed this, go back and read the example again until you realize what happened.

Not only is compounding an incredible wealth builder, but it's also simple to do. First, you need an investment that generates a return every year for many years in a row. Then, you need time and perseverance to let the dividends grow.

Compounding doesn't require vigilance, activity, or effort to make it work. In fact, it works best when you forget about it altogether.

This is why compounding is by far the best investment strategy for your children or grandchildren. They have time to let the dividends accumulate, and they won't think about their accounts every day.

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My question is:
Is there any investment scheme currently offered by bank or insurance company that has a high enough return (maybe 5%) to allow compounding to work in this way? Pls share if you do know. Thanks!!!
 

Casio2010

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Please those returns are mostly projected returns non guarantee. You want high return invest on high risk products.
 

eveee99

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Please those returns are mostly projected returns non guarantee. You want high return invest on high risk products.

So I guess, we can only invest in good stocks and reinvest the dividends ourselves to benefit from the compounding effect ...
 

knightdreamer

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So I guess, we can only invest in good stocks and reinvest the dividends ourselves to benefit from the compounding effect ...

Actually we all have one:s8: it is our CPF:D one of lowest risk with compounding effect.
 

Shiny Things

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My question is:
Is there any investment scheme currently offered by bank or insurance company that has a high enough return (maybe 5%) to allow compounding to work in this way? Pls share if you do know. Thanks!!!

There is, and it's offered by a company called the SGX.

It's called the stock exchange. If you want compounding to work for you over long, long time periods - 20 to 30 years - there is no better place to do it than in the stock market.

Buy big blue-chip stocks (or the STI ETF); sit on them for 20 years; and reinvest the dividends.
 

ochazuke

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There is, and it's offered by a company called the SGX.

It's called the stock exchange. If you want compounding to work for you over long, long time periods - 20 to 30 years - there is no better place to do it than in the stock market.

Buy big blue-chip stocks (or the STI ETF); sit on them for 20 years; and reinvest the dividends.

The STI ETF dividends are really really low though. I think the yield is now not even 3%.
 

peterchan75

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The STI ETF dividends are really really low though. I think the yield is now not even 3%.

Not just the yield but also the value of the underlying asset i.e. 30 component stocks in the STI. BUT, over the past 20 years, the lows were around 1000 in 1998, 1500 in 2009 and 3900 peak in 2008. It's a rollercoaster ride.:s8:
 

Dividends Warrior

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So I guess, we can only invest in good stocks and reinvest the dividends ourselves to benefit from the compounding effect ...

Yup. Dividend compounding FTW!:s12:

1. Buy dividend stocks
2. Receive dividends
3. Use dividends to buy more stocks
4. More stocks give more dividends
5. More dividends can buy even more stocks
6. Rinse and repeat year after year

After doing this for the past 4 years, I am starting to see the snowballing effect on my portfolio. :)
 

CookieMonsta88

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Reproduced from Wealthy Retirement:

Here's a mind-blowing example from a study conducted by Richard Russell of the Dow Theory Letters on the power of compounding:

An 18-year-old girl puts $2,000 into an account each year from the ages of 19-25, then stops contributing and lets it compound at a rate of 10% until age 65. That means she has contributed only $14,000 in total. But because of compounding, by age 65, she's almost a millionaire, with $944,641 in her account.

Now, let's say this girl has a twin brother. He's not as disciplined and continues to blow his money on useless things. Finally, at age 26, he realizes he needs to start saving, too.

He puts $2,000 per year into his account starting at age 26. He also lets his money compound at a rate of 10% until age 65. Except he contributes $2,000 every single year from ages 26-65. That means he's contributed $80,000 in total... more than five times what his sister has contributed.

By age 65, he's almost a millionaire, too, with $973,074 in his account.

Who's the winner?

The sister contributed only $14,000 ($2,000 per year over seven years) and ended up with $944,641. That's a net gain of $930,641, or 66 times her original investment.

The brother contributed $80,000 ($2,000 per year over 40 years) and ended up with $973,074. That's a net gain of $893,074, or 11 times his original investment.

The sister was able to accomplish much better results with much less money... all because she realized the power of compounding money over long periods of time.

If you missed this, go back and read the example again until you realize what happened.

Not only is compounding an incredible wealth builder, but it's also simple to do. First, you need an investment that generates a return every year for many years in a row. Then, you need time and perseverance to let the dividends grow.

Compounding doesn't require vigilance, activity, or effort to make it work. In fact, it works best when you forget about it altogether.

This is why compounding is by far the best investment strategy for your children or grandchildren. They have time to let the dividends accumulate, and they won't think about their accounts every day.

-----------------------------------------------------------------

My question is:
Is there any investment scheme currently offered by bank or insurance company that has a high enough return (maybe 5%) to allow compounding to work in this way? Pls share if you do know. Thanks!!!

hi, just my 2 cents, u can try a model like this o = p*(1+i)^n

i = average net gain per iteration
n = number of iterations
p = principal sum of money
o = final sum of money

n has an indirect correlation to i, the average net gain per iteration, and that per iteration there is a risk that u might be exposed to, and that for each iteration, time may form a bell curve with i and n, so u may need to find the sweet spot for i and n with respect to time

hence, when u arrive at ur model, u can decide what suits u, examples are with respect to a constant time t, i may be larger, but n is smaller, if u do investments, with very little chance to do reinvestments, which corresponds to a smaller n, however, the advantage is stability, with lesser risk

another model is trading, which yields, a larger n, at the cost of a smaller i, however, there may be a higher risk exposure, and relies alot on trading tactics to carry out the plan, it however, if i is too small, it may take too many iterations, i.e. a huge n to carry out, which may become counter productive, hence, finding the sweet spot is important

the idea of the model is to try to leverage on compounding interest, but try to maximise it in relation to a given constant time, and then decide and choose suitable markets and strategies and tactics to carry out the method

that being said, ts u can try multilayered strategies, to interleave between these 2 or even use 1 of each for a different purpose, like trading to build ur portfolio quick, while taking the profits to feed into investments for diversification, and then use additional compounding to bring ur investment portfolio up, its all down to how u do the math, and which investment vehicles suit ur risk appetite, but pls take it with a pinch of salt, coz this is just what i think, but it may not be completely true, perhaps i have left smth out which i have not factored in which is crucial, just my 2 cents
 
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Carnage

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10% like clockwork is almost unheard of.

I'm already struggling to do 5% every year for the last 4 years.
 
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