6. Suppose the production function takes the form Y = AK0.5 10.5. Two countries (1 and 2) share the same productivity, but the capital stock per worker of country 1 is 100 times larger than the capital stock per worker of country 2. It follows that per capita GDP in country 1 is times the one of country 2. a. 1000 b. 100 c. 50 d. 10 e. 2
6. Suppose the production function takes the form Y = AK0.5 10.5. Two countries (1 and 2) share the same productivity, but the capital stock per worker of country 1 is 100 times larger than the capital stock per worker of country 2. It follows that per capita GDP in country 1 is times the one of country 2. a. 1000 b. 100 c. 50 d. 10 e. 2
Chapter1: Making Economics Decisions
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Please help me answer 6-10.

Transcribed Image Text:6. Suppose the production function takes the form Y = AK0.5 10.5. Two countries (1 and 2) share the same
productivity, but the capital stock per worker of country 1 is 100 times larger than the capital stock per worker
of country 2. It follows that per capita GDP in country 1 is
times the one of country 2.
a. 1000
b. 100
C.
50
d. 10
e. 2
7. In the production model, an increase in total factor production (Ā) leads to an increase in:
a. K (capital rented by firms)
b. L (labor hired by firms)
r (rental price) and K
C.
d.
w (real wage), r, and Y
e. w, r, K, L, and Y
8. In the production model, TFP explains about
person explains about
%.
50; 50
a.
b. 75; 25
25; 75
0; 100
100; 0
c.
d.
e.
% of income differences across countries while capital per
9. Differences in TFPs across countries are explained by differences in:
a. Monetary policy
b. Country sizes
C. Natural resources
d. Institutions, such as property rights and rule of law.
Weather
e.
10. In the Solow model, the equation of capital accumulation is:
a. Akt Kt - Kt-1 = SYt + dKt-1
b. Akt Kt - Kt-1 = 5K+ + dyt
c. AKt = Kt - Kt-1 = SYt
d. AKt+1 = Kt+1 - Kt = SYt - dkt
e. Akt+1= Kt - Kt-1 = SYt - dkt-1
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