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 which has no resale value. Fish are worth $5 per pound, and the marginal cost of operating the boat is $500 per month. The fishermen all fish a river next to the village. According to the following schedule, the fishermen have determined that, when there are more of them out on the river fishing, they each catch fewer fish per month.

Boats Fish Caught per Boat (pounds)
1 200
2 190
3 175
4 155
5 130

If each fisherman acts in his own best interest, will he continue to operate his boat each month? Why or why not?

Answer:

Answer : Per boat operating cost = $500 per month.

Price of fish = $5 per pound.

There are 5 fishermen and each fisherman has 1 boat.

Explanation:

sorry its too short my brain is ded xD

Each fisherman will continue operating their boat each month despite decreased fish catches, as the positive profits outweigh having no income.

Profit = (Fish Caught per Boat × Price per Pound) - Marginal Cost

Fisherman 1: Profit = (200 × $5) - $500 = $500

Fisherman 2: Profit = (190 × $5) - $500 = $450

Fisherman 3: Profit = (175 × $5) - $500 = $375

Fisherman 4: Profit = (155 × $5) - $500 = $275

Fisherman 5: Profit = (130 × $5) - $500 = $150

Each fisherman will continue operating his boat each month even though there are more fishermen using the river, catching fewer fish per boat because the positive profits from fishing ($5 per pound) outweigh the marginal cost of boat operation ($500 per month) ensuring some income.

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