MathTime wrote:
In your scenario 2, you're working with a 9% annual return over 35 years. That means $1 today will grow to (1.09)^35 or $20.41 in 35 years, which is an increase of $19.41, or 1941% (OK, sorry for the typo, I guess it's not 1943%).
In scenario 1, the initial $1 invested has only grown to $2 (a 100% increase).
As I said, I don't think it's a fair to compare ending balances based on such drastically different overall growth over the 35 year period.
I do think we're in agreement on the bigger picture, though, just quibbling with the example you selected ...
Yeah, but that's really an unfair example, because #1 takes advantage of compounding while #2 doesn't. That's the point for that comparison. It's even more ridiculous because the market would NEVER go up 100% in one year, and to hope for such a thing or even to hope it stays flat for years and then rockets up to hit historical averages as oh goodie wants is not going to happen. That kind of hoping is what keeps people from being in the market at all.
I remember when the DOW was at 5,000 and people said a 10,000 DOW was a pipe dream. Now, with the DOW in the low 12,000 it is viewed as low.
Sometimes basic, simple, often-given advice is the right advice to take. Buy and hold. Don't look to make a quick buck. If the market would rocket up 100% in the next year, I would have more than enough to retire on, so I might just put it all in bonds (or a HUGE portion of it) and quit contributing to my retirement funds. But that probably won't happen, and if it did happen, the only reason I'd be in a position to stop contributing is because I've put money in religiously for almost 19 years now -- lots of it too.