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To: MCsweet who wrote (56516)1/1/2016 2:50:50 PM
From: Grommit  Read Replies (1) | Respond to of 78751
 
of course. i also tried multiplying the annual % together (if > zero add one). so 50%, 100% 10% becomes 0.5 * 2.0 * 1.1 = 110%. then subtract 1 and divide by # years = 10% / 3 = 3.3% annual. that makes sense.

but i get 36% annual, which seems a bit high to me because only 2009 was > 36%. but i guess the math works. being +10% after the 50% loss in 2008, then recovering with 110% raises the average.

multiplying from the bottom up:

raw adj mult
7.9% 107.9% 536.5% 436.5%
22.3% 122.3% 497.0% 36.4%
4.1% 104.1% 406.3%
22.1% 122.1% 390.2%
7.0% 107.0% 319.7%
29.0% 129.0% 298.8%
111.5% 211.5% 231.6%
-50.7% 50.7% 109.5%
14.8% 114.8% 216.0%
17.5% 117.5% 188.2%
29.0% 129.0% 160.1%
24.1% 124.1% 124.1%

i guess the compounding of the return is causing the higher result. yep. i tried earning 10% annual for 10 years with the multiplying (compounding) -- the calculated return (and your actual return on your money) would be 15.9%.