Which of the following equations show the evolution of capital per capita?: ○ = y( ² ) - (n+8) O=A() (n + 8) = y() −(n+8) 0 ₁ = yA (4) - (n + 8) ²/2 = 7A ( ² )a – (n + 8) 0 O •12/152.2/52 12/12 12/2
Which of the following equations show the evolution of capital per capita?: ○ = y( ² ) - (n+8) O=A() (n + 8) = y() −(n+8) 0 ₁ = yA (4) - (n + 8) ²/2 = 7A ( ² )a – (n + 8) 0 O •12/152.2/52 12/12 12/2
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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
Transcribed Image Text:Consider an economy with fixed land T that is constant over time. Production is given by:
AKTBL1-a-ß
Y =
Population grows at a rate n and productivity A grows at a rate equal to g. That is, Ĺ = nL and
À = gA. Capital accumulates as Ø = I – SK with I = yY. These are assumptions typical of the
K
Solow model.

Transcribed Image Text:Which of the following equations show the evolution of capital per capita?:
k
0 /= y ( ² ) - (n + 8)
4 = yA (²) - (n + 8)
= y( ²) - (n + 8)
=yA (²) - (n+8)
= 7A(²/1)ª − (n + 8)
22.1212 •2/12 12/12
α
8
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