Question

3. The LSU AgCenter’s, Louisiana Summary: Agriculture and Natural Resources 2018, reports a total mayhaw harvest of 468,500 lbs on 93 farms. Suppose, then, the typical farm’s harvest was μ = 737 lbs. [737 lb/farm =(468,506 lbs.)/(93 farms)]. The data across all producers ranged from a minimum harvest of 210 lbs. to a maximum harvest of 2,580 lbs. Assume a normal distribution. Given P (x < Farm_Harvest) = 0.9000, what is Farm_Harvest to the nearest pound? In other words, at what harvest level are 90% of the farms below? Hint: How can you estimate the standard deviation from the information provided? *

10 points

1,495 lb

758 lb

2,370 lb

1,168 lb

Answer 1