Question 1 Initially: there are 27 workers and 64 units of capital. Part (a): What is the economy's real GDP and GDP per capita? 1st scenario Suppose L increases to 125 while capital remains constant at 64: Part (b): Calculate the economy's real GDP and GDP per capita. Part (c): Relative to the initial scenario (L = 27 and K = 64), how much did MPL change by? 2nd scenario Now suppose L remained constant at 27 workers and capital increased to 216 units: Part (d): Calculate the economy's real GDP and GDP per capita. Part (e): Relative to the initial scenario (L = 27 and K = 64), how much did MPK change by? 3rd scenario Finally, suppose L = 54 and K = 128. Part (f): Calculate the economy's real GDP and GDP per capita.
Part (d): Calculate the economy's real GDP and GDP per capita. Part (e): Relative to the initial scenario (L = 27 and K = 64), how much did MPK change by? 3rd scenario Finally, suppose L = 54 and K = 128. Part 1): Calculate the economy's real GDP and GDP per capita. Question 2 Explain why altering one (L or K) or both (L and K) inputs cannot explain the long-run trend of increasing standards of living. Question 3 Describe what must change for the economy to experience persistent increases in standard of living,
Q5 (6 points) Consider an economy that produces goods and services according to the production function F(L,K) = 90L) KS, where L represents the number of workers in an economy and K represents the combined units of physical and human capital. The marginal products of labour and capital are: = } M PL = 60( 4 ) MPK = 30() = Q5 (6 points) Consider an economy that produces goods and services according to the production function F(L,K) = 90L) KS
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