The new administration's proposed child savings plan offers an intriguing case study in compound growth. A $1,000 initial deposit could balloon to roughly $5,600 over an 18-year period—assuming it tracks the S&P 500's historical average annual return spanning nearly seven decades. The math checks out: consistent market performance over nearly two decades can multiply your seed capital more than five times. It's a textbook example of why time in the market beats timing the market, especially for long-horizon goals like college funds or starter capital for young adults.
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AirdropHermit
· 12-10 09:49
Oh no, it's the same old "compound interest myth" story again, assuming the S&P 500 has stable returns? Reality isn't that perfect.
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NftRegretMachine
· 12-10 08:05
5 times return in 18 years? Sounds good, but only if you don't run into a black swan...
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ApeShotFirst
· 12-07 22:58
Damn, is that for real? $1000 turns into $5600? If that's stable, I'd throw money at it for my kid right now!
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MetaverseMigrant
· 12-07 22:55
NGL, the math behind compounding is correct, but in reality, how many parents can actually achieve stable returns like the S&P 500?
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DegenWhisperer
· 12-07 22:52
Damn, it's the same old rhetoric again... 5x growth in 2018 sounds great, but who can guarantee the policies won't change? And that's based on historical average returns, but what about the real situation?
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wrekt_but_learning
· 12-07 22:50
Damn, can we really trust this kind of assumption? It's easy to talk about historical average returns, but what about times like 2008 and 2020...
The new administration's proposed child savings plan offers an intriguing case study in compound growth. A $1,000 initial deposit could balloon to roughly $5,600 over an 18-year period—assuming it tracks the S&P 500's historical average annual return spanning nearly seven decades. The math checks out: consistent market performance over nearly two decades can multiply your seed capital more than five times. It's a textbook example of why time in the market beats timing the market, especially for long-horizon goals like college funds or starter capital for young adults.