Y= F(K,L)=FK(K,L)KFL(K,L)L or equivalently 1=εKεL where εK≡ ∂F ∂K K F and εL≡ ∂F ∂L L F Also, FKand FLare homogeneous of degree zero, meaning that the marginal products depend only on the ratio K/L And, FKL>0,meaning that capital and labor are complementary Finally, all inputs are essential F(0,L)=F(K,0) = 0 11. F (tK, tL) = tL 3tK = t(L 3K) = t · F (K, L) 1 (c) F (L, K) = (min{L, K}) 3 This is a perfect complements production function Isoquants are Lshaped, with a kink at L = K Marginal products for both inputs ∂F 0 if L 2≥ K ∂ F 0 if L ≥ K MP L = = = L − 2 ∂L 3 if L < K − 2 1 − 2 5 ∂L 9 L 3 if L < K 3 ∂F 0 if. Unique A B C D E F G H I J K L M N O P Q R S T U V W X Y Z Posters designed and sold by artists Shop affordable wall art to hang in dorms, bedrooms, offices, or.
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