Respuesta :
Answer:
the best alternative is to sell the shopping center to the insurance company
Explanation:
Answer:
Step 1: Â
Facts given in the case
Current rezoning policy = 4 home / acre
Cost of land = $3, 000, 000
Rezoning alternative: (RZ)
Probability of rezoning = 0.40
Additional costs = $1, 000, 000
Alternatives: 1 shopping center (SC) or 1, 400 apartments (AP)
Probability of selling shopping center to large department store chain (DS) = 0.50
Profit from selling shopping center to large department chain store excluding land cost = $5,000, 000
Probability of selling shopping center to insurance company (IC) = 0.50
Profit from selling shopping center to insurance company excluding land cost = $8,000, 000
Probability of selling 1, 400 apartments to real estate investment (RE) = 0.60
Profit from selling the to a real estate investment = 1, 400 x $2, 000 = $2, 800, 000
Probability of selling 1, 400 apartments to others (OT) = 0.40
Profit from selling 1, 400 apartments to others excluding land cost = $2, 500 x 1, 400 = $3, 500, 000
Non- rezoning alternative: (NRZ)
Probability of non-rezoning = 0.60
Number of homes to be built (H)= 500 homes (mock figure as full question is not given)
Profit from selling 500 homes excluding the land cost = $3, 500 x 500 = $1, 750, 000
(mock figures as complete question is not given)
What is the best alternative? Â
Land if rezone, build shopping center and sell it to the insurance company
It has the highest profits = $8, 000, 000