A)
the function F is defined for all x and y by F(x,y)=xe^y-3+xy^2-2y. show the point (1,3) lies onthe level curve F(x,y)=4 and find the equation for the tangent line to the curve at the point (1,3).
B)
the NerloveRingstad production function y=y(K,L) is defined implicitly by y^1+elny=AK^mL^n, where A,m,n are positive constants. Find the marginal productivities of y w.r.t. K and L- that is, find dy/dK and dy/dL.
(take the logarith of each side and then differentiate implicitly)
2007-12-17
15:50:12
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1 answers
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asked by
Anonymous
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Mathematics