Dollar Cost Averaging (DCA) is a strategy where the investor places a fixed dollar amount into an investment on a regular basis (e.g. $1000 into a stock every month for 7 years). When prices rise, the investor will purchase fewer shares and when prices decline, the investor will purchase more shares. The idea is to reduce market risk by smoothing out the volatility in share prices.
This all sounds well and good, until I did some calculations on the Vanguard Index ETF VAS.AX. To get prices over time, change option to "Monthly" and click "Get prices", then "Download to spreadsheet" at the bottom of page.
I assume monthly investment of $1000 and final valuation date being November 2016. If I started investing in May 2009 using the DCA strategy, I will have purchased 1458.293 shares and at current price of $67.29, the $91,000 investment over ~7.5 years would be worth $98,218. This is an investment return of ~1% p.a., which is excruciatingly low!
Now, Vanguard Index ETF is a very well diversified investment, combine this with the fact that we are looking at a decent time horizon of almost 8 years and using the DCA method to further diversify market risk, you'd expect at least decent returns, and not something which is much lower than inflation!
I've also tested alternative scenarios, where I start investing using this strategy not in May 2009 but the other possible months before Nov 2016 and similar returns are achieved (and in many cases lower than 1% p.a. return).
Any comments on this strategy or stock and why the returns are so measly? Note that investing the $91,000 straight up on May 2009 (rather than using DCA method) would lead to a final investment worth $120,968 (which is ~4.5% p.a.).
Well I do DCA with fuel for my car. Pretty sure it saves me a fair bit.