Show that the precision of estimating the mean does not
Question: Show that the precision of estimating the mean does not change with the sampling frequency. Also show that the precision of estimating the standard deviation increases with the square root of the sampling frequency in contrast.
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assume an investor purchased a three-month t-bill with a 10000 par value for 9500 and sold it 45 days later for 9600
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question show that the precision of estimating the mean does not change with the sampling frequency also show that the
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question consider p1 and p2 in figure 24 find the sharpe ratio for m why cannot p1 help improve this sharpe ratio find
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