An analysis determined that approximately 99 percent of the observations of daily sales for a company were within the interval from $250000 to $580000 and that daily sales for the company were normally distributed. The mean daily sales and standard deviation of daily sales, respectively, for the company were closest to( )。

Given that sales are normally distributed, the mean is centered in the interval mean=($250000+$580000)/2=$415000.
An interval including 99% of the observations extends three standard deviations either side of the mean. The standard deviation of daily sales= ($415000-$250000)/3=$55000.