Suppose that both high-ability and low-ability workers can get an education, but it costs a low-ability worker four-times as much to get the same education. So, an education costs a high-ability worker 'c' dollars and a low-ability worker '4c' dollars. What is the smallest value of 'c' at which a separating equilibrium exists?
Suppose that both high-ability and low-ability workers can get an education, but it costs a low-ability worker four-times as much to get the same education. So, an education costs a high-ability worker 'c' dollars and a low-ability worker '4c' dollars. What is the smallest value of 'c' at which a separating equilibrium exists?
Chapter1: Making Economics Decisions
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Suppose that both high-ability and low-ability workers can get an education, but it costs a low-ability worker four-times as much to get the same education. So, an education costs a high-ability worker 'c' dollars and a low-ability worker '4c' dollars. What is the smallest value of 'c' at which a separating equilibrium exists?
![6: Suppose high-ability workers generate $80,000 for a firm, and low-ability workers
generate $40,000. There are many (unlimited) firms. Half of workers are high-ability
and half are low-ability. Firms can observe education but not ability.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc4af3eaa-33d2-4c8c-a141-4c37d2165d5c%2F0ff15d90-b04f-4d84-8271-a6a2b2bc9c5d%2F7jnvv8k_processed.png&w=3840&q=75)
Transcribed Image Text:6: Suppose high-ability workers generate $80,000 for a firm, and low-ability workers
generate $40,000. There are many (unlimited) firms. Half of workers are high-ability
and half are low-ability. Firms can observe education but not ability.
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