Suppose g(c)=c^5 where c=C/N. output per capita is given by y=zf(x) and f(x)=x^0.5 where x=L/N a. what
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Suppose g(c)=c^5 where c=C/N. output per capita is given by y=zf(x) and f(x)=x^0.5 where x=L/N
a. what is the steady state land per capita when z=1
b. repeat for z=2. Explain how your answers relate to the persistent poverty of pre-industrial society?
c. Now suppose that due to improvements in health care, g(c)=2c^0.5. What happens to the steady-state consumption and population when z=1?
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