Plain-text version
Consider the Solow growth model in which output (Y) is determined by the production function Yₜ=0.2Kₜ+0.8Lₜ, where K and L denote capital and labour used in the production process, and t depicts time. The depreciation is given by δ Kₜ, where δ=0.2. Saving is given by sYₜ, where s=0.5. Assume that the population does not grow with time. The steady state capital per unit of labour is (in integer).
Also written as: Consider the Solow growth model in which output (Y) is determined by the production function Y_t=0.2K_t+0.8L_t, where K and L denote capital and labour used in the production process, and t depicts time. The depreciation is given by delta K_t, where delta=0.2. Saving is given by sY_t, where s=0.5. Assume that the population does not grow with time. The steady state capital per unit of labour is (in integer).
Harrod–Domar and Solow growth models has come up 113 times in 7 exams since 2006.
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