The steady state is defined as a long-run equilibrium at which capital, labor, and output all grow at the same rate. To be in a steady state in a neoclassical model, which of the following equations has to be satisfied?
A: y = (n - d)k
B: sy = (n + d)k
C: sf(k) = (n - d)k
D: sy = nk + d
E: y = f(k) = sk + nd
A: y = (n - d)k
B: sy = (n + d)k
C: sf(k) = (n - d)k
D: sy = nk + d
E: y = f(k) = sk + nd
举一反三
- The idea of a steady state is that A: the capital-labor ratio grows at a constant rate B: output per capita grows at a constant rate C: output, capital, and labor all grow at the same rate D: an increase in the savings rate will not affect the capital-labor ratio E: real output cannot grow
- 在索洛增长模型中，人口增长率为n，人均资本变动等于： A: sf(k)+(δ+n)k B: sf(k)+（δ-n）k C: sf(k)-(δ+n)k D: sf(k)-(δ-n)k
- 新古典增长模型是() A: K=V·Y B: sf(k)=Dk/ C: +nk D: sf(k)=k+nk E: k=sf(k)–nk
- 根据索洛 (Solow) 模型,n 表示人口增长,δ表示折旧率,每个工人资本变化等于 ( ) A: sf(k)+(n +δ)k B: sf(k)+(n -δ)k C: sf(k)-(n +δ)k D: sf(k)-(n -δ)k
- 根据索罗增长模型，n表示人口增长率，δ表示折旧，每个劳动力资本变化等于（）。 A: sf（k）+（δ+n）k； B: sf（k）+（δ-n）k； C: sf（k）-（δ+n）k； D: sf（k）-（δ-n）k；