Question: Click the icon to view the expected demand requirements a. The expected value of leasing public warehouse space as required by demand is 5 6,080,000
Click the icon to view the expected demand requirements a. The expected value of leasing public warehouse space as required by demand is 5 6,080,000 (Enter your response as a whole number) b. The expected value of building a 170,000-square-foot distribution center and leasing public warehouse space as required if demand exceeds the need for 170,000 square feet of space is $ 4.720,000 (Enter your response as a whole number) c. The expected value of building a 320,000-square-foot distribution center and leasing public warehouse space as required if demand exceeds the need for 320,000 square feet of space is $ 4,802,500 (Enter your response as a whole number) d. The expected value of building a 470,000-square-foot distribution center and leasing public warehouse space as required if demand exceeds the need for 470,000 square feet of space is S 5,597,500" (Enter your response as a whole number.) e. The expected value of building a 620,000-square-foot distribution is 56,820,000 (Enter your response as a whole number) 1. Which of the above decisions provides the minimized expected value? Option D has the minimum expected value Acadia Logistics anticipates that it will need more distribution center space to accommodate what it believes will be a significant increase in demand for its final-mile services, Acadia could either lease public warehouse space to cover all levels of demand or construct its own distribution center to meet a specified level of demand, and then use public warehousing to cover the rest The yearly cost of building and operating its own facility, including the amortized cost of construction, is $10.00 per square foot. The yearly cost of leasing public warehouse space is $19.00 per square foot Click the icon to view the expected demand requirements, a. The expected value of leasing public warehouse space as required by demand is $(Enter your response as a whole number) S x More Info Requirements (in sq ft) Probability 140,000 0.35 240,000 0.25 340,000 0 1 440,000 0.3 Print Done