This question aims to explore some of the points discussed about the Solow-Swan model. Consider an economy with the general Cobb-Douglas production function: Y = A* Ka L(1-a) The equation describing capital dynamics is: Kt+1 = K; + I¿ - dK; Where d is a constant parameter that captures the depreciation rate. Investment follows a behavioural equation as discussed in class, ie, a constant 's' fraction of output is invested in every period. Answer the following questions assuming that labour grows at the rate n = 0 and adopting the assumptions made in lecture. Assume: s = 0.60, d = 0.10, a = 0.5, L= 1and A= 1. Select one: O a. The level of the interest rate in steady state is 8.33% O b. The level of the interest rate in steady state is 40.82% O. The level of the interest rate in steady state is 20.41% O d. The level of the interest rate in steady state is 18% O e. More information is required to compute the interest rate in equilibrium

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Chapter1: Making Economics Decisions
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This question aims to explore some of the points discussed about the Solow-Swan model. Consider an economy with the general Cobb-Douglas production function:
Y = A * Ka * L(1-a)
The equation describing capital dynamics is:
Kt+1 = Kt + It - dK;
Where d is a constant parameter that captures the depreciation rate. Investment follows a behavioural equation as discussed in class, ie, a constant 's' fraction of output is invested in every period.
Answer the following questions assuming that labour grows at the rate n =
and adopting the assumptions made in lecture.
Assume: s = 0.60, d = 0.10, a = 0.5, L= 1and A= 1.
Select one:
O a.
The level of the interest rate in steady state is 8.33%
O b. The level of the interest rate in steady state is 40.82%
Oc.
The level of the interest rate in steady state is 20.41%
O d.
The level of the interest rate in steady state is 18%
O e.
More information is required to compute the interest rate in equilibrium
Transcribed Image Text:This question aims to explore some of the points discussed about the Solow-Swan model. Consider an economy with the general Cobb-Douglas production function: Y = A * Ka * L(1-a) The equation describing capital dynamics is: Kt+1 = Kt + It - dK; Where d is a constant parameter that captures the depreciation rate. Investment follows a behavioural equation as discussed in class, ie, a constant 's' fraction of output is invested in every period. Answer the following questions assuming that labour grows at the rate n = and adopting the assumptions made in lecture. Assume: s = 0.60, d = 0.10, a = 0.5, L= 1and A= 1. Select one: O a. The level of the interest rate in steady state is 8.33% O b. The level of the interest rate in steady state is 40.82% Oc. The level of the interest rate in steady state is 20.41% O d. The level of the interest rate in steady state is 18% O e. More information is required to compute the interest rate in equilibrium
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