Essay
A port authority is in the process of deciding the optimal depth (in feet) of a harbor dredging project. Both commercial shippers and pleasure boaters use the harbor. The total cost of dredging the harbor (in hundreds of thousand dollars) is C = 2F + .25F2, where F is harbor depth in feet. The total benefits to commercial shippers and pleasure boaters are: BCS = 18F - .5F2 and BPB = 8F - .25F2, respectively.
(a) Determine the optimal harbor depth.
(b) Comment on the following statement: “If the cost of dredging the harbor was zero, we could have, of course, dredged the harbor 20 or even 25 feet deep.”
Correct Answer:

Verified
The MB equations show that bot...View Answer
Unlock this answer now
Get Access to more Verified Answers free of charge
Correct Answer:
Verified
View Answer
Unlock this answer now
Get Access to more Verified Answers free of charge
Q19: Figure 11-1 shows the marginal internal cost
Q20: Use economic reasoning to comment on the
Q21: Two mutually exclusive projects, expected to last
Q22: Which of the following is true of
Q23: The city council of Anderson is
Q25: Which of the following is a source
Q26: Which of the following will increase the
Q27: How can the prices of nonmarketed goods
Q28: Market efficiency is typically achieved by:<br>A) a
Q29: Fisherburg is a growing industrial and tourism