There is a shrimp species whose Marginal Growth Function is MG(S) = 1 - 2S/K. Where S is the stock level and K the carrying capacity. Assume that K = 500, and the discount rate is 4%. Use the golden rule of growth to find: the optimal (profit maximizing) level of stock for this shrimp species the stock level that gives maximum sustainable yield.
There is a shrimp species whose Marginal Growth Function is MG(S) = 1 - 2S/K. Where S is the stock level and K the carrying capacity. Assume that K = 500, and the discount rate is 4%. Use the golden rule of growth to find: the optimal (profit maximizing) level of stock for this shrimp species the stock level that gives maximum sustainable yield.
Chapter1: Making Economics Decisions
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![There is a shrimp species whose Marginal Growth Function is MG(S) = 1- 2S/K. Where S is
the stock level and K the carrying capacity.
Assume that K = 500, and the discount rate is 4%.
Use the golden rule of growth to find:
the optimal (profit maximizing) level of stock for this shrimp species
the stock level that gives maximum sustainable yield.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F789fa26b-aea4-415a-b989-a47938b2b9cb%2F5f68c41c-d08d-4d82-b495-bfce8a28892f%2F2jzbymc_processed.png&w=3840&q=75)
Transcribed Image Text:There is a shrimp species whose Marginal Growth Function is MG(S) = 1- 2S/K. Where S is
the stock level and K the carrying capacity.
Assume that K = 500, and the discount rate is 4%.
Use the golden rule of growth to find:
the optimal (profit maximizing) level of stock for this shrimp species
the stock level that gives maximum sustainable yield.
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