3. Assume that production fun ction takes the form Y = (K'o.5) + Ľ'a5)E, Show if this production function obeys neodassical assumptions. 4. Lets assume that the time derivative of a continuous variable Xa is defined as X= M+N where, M: and N are also continuous variables defined by following functions: N = ekt & M, = et and k is a constant. Find the growth rate of X at the ste ady state %3D in terms of k.

ENGR.ECONOMIC ANALYSIS
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ISBN:9780190931919
Author:NEWNAN
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Chapter1: Making Economics Decisions
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3. Assume that production fun ction takes the form Y = (Ko.5) + L'as)e, Show if
%3D
this production function obeys neoclassical assumptions.
4. Lets assume that the time derivative of a continuous variable Xa is defined as
X = M+ N
where, M. and N are also contimuous variables defined by follow ing fun ctions:
N = ek+ & M, = et and k is a constant Find the grow th rate of X, at the steadystate
in terms of k.
Transcribed Image Text:3. Assume that production fun ction takes the form Y = (Ko.5) + L'as)e, Show if %3D this production function obeys neoclassical assumptions. 4. Lets assume that the time derivative of a continuous variable Xa is defined as X = M+ N where, M. and N are also contimuous variables defined by follow ing fun ctions: N = ek+ & M, = et and k is a constant Find the grow th rate of X, at the steadystate in terms of k.
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