Five fishermen live in a village and have no other employment or income earning possibilities besides fishing. They each own a boat that is suitable for fishing, but does not have any resale value. Fish are worth $5 per pound and the marginal cost of operating the boat is $500 per month. They all fish in a river next to the village, and they have determined that when there are more of them out there on the river fishing, they each catch less fish per month according to the following schedule: Boats 1 2 3 4 5 Assume that the fishermen band together and act as a group. Fill the blank cells in the following table: Boats Total Fish Caught Marginal Increase of Fish Marginal Revenue 200 1 2 3 4 Fish Caught per Boat (pounds) 200 190 175 155 130 5 525 Therefore, the socially optimal number of boats is 180 $ .Hint: Do not use thousands separators. $ $

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Five fishermen live in a village and have no other employment or income earning possibilities besides fishing. They each own a boat that is suitable for
fishing, but does not have any resale value. Fish are worth $5 per pound and the marginal cost of operating the boat is $500 per month. They all fish in a
river next to the village, and they have determined that when there are more of them out there on the river fishing, they each catch less fish per month
according to the following schedule:
Boats
Fish Caught per Boat (pounds)
200
190
175
155
130
Assume that the fishermen band together and act as a group. Fill the blank cells in the following table:
Boats
Total Fish Caught Marginal Increase of Fish
Marginal Revenue
200
1
2
3
4
5
1
2
3
4
5
525
Therefore, the socially optimal number of boats is
180
$
Hint: Do not use thousands separators.
$
GA
Transcribed Image Text:Five fishermen live in a village and have no other employment or income earning possibilities besides fishing. They each own a boat that is suitable for fishing, but does not have any resale value. Fish are worth $5 per pound and the marginal cost of operating the boat is $500 per month. They all fish in a river next to the village, and they have determined that when there are more of them out there on the river fishing, they each catch less fish per month according to the following schedule: Boats Fish Caught per Boat (pounds) 200 190 175 155 130 Assume that the fishermen band together and act as a group. Fill the blank cells in the following table: Boats Total Fish Caught Marginal Increase of Fish Marginal Revenue 200 1 2 3 4 5 1 2 3 4 5 525 Therefore, the socially optimal number of boats is 180 $ Hint: Do not use thousands separators. $ GA
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