[10000ダウンロード済み√] ^IPbg Xk[s[ L 293332
Links with this icon indicate that you are leaving the CDC website The Centers for Disease Control and Prevention (CDC) cannot attest to the accuracy of a nonfederal website Linking to a nonfederal website does not constitute an endorsement by CDC or any of its employees of the sponsors or the information and products presented on the websiteD e b g b q _ k d h _ \ _ ^ _ g b _ l y ` _ e h c h k l j h c j _ k i b j Z l h j g h c b g n _ d p b b i j b i h ^ h a j _ g b b g Z g h \ m x d h j h g Z \ b j m kX∞ k=0 (1−p)kp = p X∞ k=0 (1−p)k = p 1 1−(1−p) = p 1 p = 1 This uses the geometric series, the fact that P pk = 1/(1−p), if p is between 0 and 1 Now let's think about the mean EX = X∞ k=0 k(1−p)kp = p X∞ k=1 k(1−p)k = p 1 p2 = 1 p Similarly (but more involvedly) the variance is (1−p)/p2 41 Negative binomial
^IPbg Xk[s[ L
^IPbg Xk[s[ L-5 9 9 – T ra ve l S e rvi ce s S o l u t i o n s 6 7 – Ca me ra s, P h o t o g ra p h i c P ri n t e rs, e t c 7 3 6 – T e mp o ra ry A d mi n i st ra t i ve , P ro f e ssi o n a l S t a f f i n g 7 0 – I T E q u i p me n t , S o f t wa re , a n d S e rvi ce s 7 3 8 X – Hu ma n Ca p i t a l Ma n a g e me n t∂L 2 = 0 → constant For the MRTS we get MRTS = MP L 1 MP K 3 We verify constant returns to scale 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
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