There are two workers in the economy, A, and B; A can go to school and B cannot. Education increases future income according to the following function: I(e)= 50(e)/(1+e). Total cost per year of schooling equals 2, and thus: mc(e)=2
a. Derive the marginal income function.
b. What is the optimal schooling level for worker A?
Suppose that educated workers also increase the productivity of a non-educated one, according to the following function: B(e)=e (i.e. the benefit for the non-educated worker for each year of schooling studied by the educated worker is 1).
c. What is the optimal schooling level for worker A from the social point of view?
d. How can you achieve it?
e. Explain the difference between your answers to b. and c.
There are two workers in the economy, A, and B; A can go to school and B cannot. Education increases future income according to the following function: I(e)= 50(e)/(1+e). Total cost per year of schooling equals 2, and thus: mc(e)=2
a. Derive the marginal income function.
b. What is the optimal schooling level for worker A?
Suppose that educated workers also increase the productivity of a non-educated one, according to the following function: B(e)=e (i.e. the benefit for the non-educated worker for each year of schooling studied by the educated worker is 1).
c. What is the optimal schooling level for worker A from the social point of view?
d. How can you achieve it?
e. Explain the difference between your answers to b. and c.
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