The U.S. government fixed the price of gold at $35 an oz in 1934. In 2005, the price of the yellow metal was $480 an oz. Calculate the price appreciation of gold as percent per year, compounded annually.
For Calculating Price Appreciation per year , we can use simple compound Interest formula ie
= | final amount | |
= | initial price of gold in 1934 | |
= | Appreciation /influation rate per year | |
= | number of times Influation applied per time period | |
= | number of time periods elapsed |
Here A = $ 480, P = S35, n = 1, r= to be find
and t = 71 years ie diffrence of 2005 and 1934
now put all value in formula
$ 480= $35(1+r)^71
$13.71428 = (1+r) ^71
by solving r = .037567
therefore answer is price appriciation 3.756% per year
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