3). Let's consider the Solow Model without technology advancement. Y()=2K(t)^(1/2)*LE)^(1/2) The population growth rate=0.02 Capital accumulation is s*Y(t)-d*K_ s=0.2, d=0.03 d is the capital depreciation rate. In the steady state, please calculate the following measurements. (b)Marginal product of capital (Hint: The first derivative of Y with respect to K) А. 1 В. 1/2 С. 14 D. 1/8 E. 1/16 F. None of the above
3). Let's consider the Solow Model without technology advancement. Y()=2K(t)^(1/2)*LE)^(1/2) The population growth rate=0.02 Capital accumulation is s*Y(t)-d*K_ s=0.2, d=0.03 d is the capital depreciation rate. In the steady state, please calculate the following measurements. (b)Marginal product of capital (Hint: The first derivative of Y with respect to K) А. 1 В. 1/2 С. 14 D. 1/8 E. 1/16 F. None of the above
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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![3). Let's consider the Solow Model without technology advancement.
Y(t)=2K(t)^(1/2)*L(t)^(1/2)
The population growth rate=0.02
Capital accumulation is s*Y(t)-d*K_
s=0.2, d=0.03
d is the capital depreciation rate. In the steady state, please calculate the following
measurements.
(b)Marginal product of capital (Hint: The first derivative of Y with respect to K)
А. 1
В. 1/2
С. 1/4
D. 1/8
E. 1/16
F. None of the above](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F4bd803c6-6901-4880-95e0-faa9ad027e1a%2F6ec5ca7d-6f4c-472f-8e8c-52ff46a0c5c6%2Fql71m48_processed.jpeg&w=3840&q=75)
Transcribed Image Text:3). Let's consider the Solow Model without technology advancement.
Y(t)=2K(t)^(1/2)*L(t)^(1/2)
The population growth rate=0.02
Capital accumulation is s*Y(t)-d*K_
s=0.2, d=0.03
d is the capital depreciation rate. In the steady state, please calculate the following
measurements.
(b)Marginal product of capital (Hint: The first derivative of Y with respect to K)
А. 1
В. 1/2
С. 1/4
D. 1/8
E. 1/16
F. None of the above
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