DSE 2006 Question 26: Harrod–Domar and Solow growth models
The aggregate production function in an economy at any time period t is Yt=min{Kt/2,Lt/4}, where Kt and Lt are respectively the aggregate stock of capital and the available stock of labour at time t. In each period, 20% of the total output is saved and invested, which augments the next period's capital stock. Capital does not depreciate. Available labour stock grows by 4 units in every period. The economy currently has 200 units of capital and 420 units of labour. What is the current level of employment and what will be the level of employment tomorrow?
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The aggregate production function in an economy at any time period t is Yₜ=min {Kₜ/2, Lₜ/4}, where Kₜ and Lₜ are respectively the aggregate stock of capital and the available stock of labour at time t. In each period, 20% of the total output is saved and invested, which augments the next period's capital stock. Capital does not depreciate. Available labour stock grows by 4 units in every period. The economy currently has 200 units of capital and 420 units of labour. What is the current level of employment and what will be the level of employment tomorrow? (A) Current Employment: 420; Employment tomorrow: 424 (B) Current Employment: 400; Employment tomorrow: 424 (C) Current Employment: 400; Employment tomorrow: 400 (D) Current Employment: 420; Employment tomorrow: 420
Also written as: The aggregate production function in an economy at any time period t is Y_t=min {K_t/2, L_t/4}, where K_t and L_t are respectively the aggregate stock of capital and the available stock of labour at time t. In each period, 20% of the total output is saved and invested, which augments the next period's capital stock. Capital does not depreciate. Available labour stock grows by 4 units in every period. The economy currently has 200 units of capital and 420 units of labour. What is the current level of employment and what will be the level of employment tomorrow?
Harrod–Domar and Solow growth models has come up 113 times in 7 exams since 2006.
What this question tests
This question is on The Harrod-Domar model, part of Harrod–Domar and Solow growth models in Economics of Growth and Development.
Growth driven by saving and the capital-output ratio, and why it is knife-edge.
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