Respuesta :
Answer: See explanation
Explanation:
a. This has been solved and attached.
Note that the net benefits was calculated as:
= Marginal benefit - $200
b. Looking at the table and information provided in the attachment, we would see that no company offer to build the museum because since their cost of $1000 can't be covered by the revenue generated. The highest revenue gotten for the single price monopolist is $760 and this can't even cover their cost.
c. Based on the scenario given in (c), the highest revenue the price discriminating monopolist would make is $1200 and coupled with the fact that the cost is $1000, the maximum bid that a private company would make to supply the museum to Smallsville is $200 ($1200 - $1000)

a. Assuming that each citizen voted their private interests, a referendum to build the museum and raise each citizen's annual taxes by $200 would pass because 3/5 (60%) of the citizens would vote in favor. They derive more marginal benefit than the head tax increase from the museum project.
b. No company would likely offer to build the museum based on a single lump-sum fee because the marginal benefits derived by the five citizens are not equal nor more than $200 each. If the private company charges above $140, not all the citizens would be willing to pay.
c. The highest bid a private company would make to supply the museum to Smallsville is $100,000. This cost is based on a 10% annual interest ($1,000/10% x 10 years) for ten years.
Thus, given the facts of the case, it would be more beneficial for the town of Smallsville to borrow $100,000 to build the museum and raise the annual tax by $200 to enable the citizens to enjoy the services of the museum while the town recovers the investment costs plus interests on the borrowed funds over time.
Data and Calculations:
Cost of Annual Interest Expense = $1,000
Citizens Marginal Net Accumulated
Benefit Benefit Net Benefit
Anita $340 $140 ($340 - $200) $140 ($0 + $140)
Brandon $290 $90 ($290 - $200) $230 ($140 + $90)
Carlena $240 $40 ($240 - $200) $270 ($230 + $40)
Dallas $190 ($10) ($190 - $200) $260 ($270 - $10)
Eloise $140 ($60) ($140 - $200) $200 ($260 - $60)
Total $1,200
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