SOLUTION: the mean monthly utility bill for a sample of households in a city is $91.79 with a standard deviation of $8.14. find the range of values in which at least 84% of the monthly bil

Algebra ->  Probability-and-statistics -> SOLUTION: the mean monthly utility bill for a sample of households in a city is $91.79 with a standard deviation of $8.14. find the range of values in which at least 84% of the monthly bil      Log On


   



Question 1122834: the mean monthly utility bill for a sample of households in
a city is $91.79 with a standard deviation of $8.14. find the range of values in which at least 84% of the monthly bills lie.

Answer by Boreal(15235) About Me  (Show Source):
You can put this solution on YOUR website!
The middle 84% are between 8% and 92%
z values for these are +/- 1.405
z=(x-mean)/sd
1.405*8.14=x-91.79
x-91.79=11.44
x=$103.23
and
x=$80.35
($80.35, $103.23)