解題 研究所的個體經濟學
1.對象:研究生 男
2.地點:捷運沿線
3.科目:個體經濟學
4.上課時間:可商量
5.時薪:幫我解下面的11題並把我教會 不限時間給滿1500
6.條件:會解下面的11題
7.聯絡方式:站內信
8.附註: 這是題目
1. let the utility of the form U(x)=x1*x2/x1+x2 derive theconsumers demand
functions and inverse demand functions
2.determine whether the following functions are ordinary demand functions can
you find the associated utility function
a x1=1/2*(y+p2)/p1 x2=1/2*(y-p2)/p2
b x1=1/4(y+p2)/p1 x2=3/4y-p2)/p2
3. suppose a consumer has an indirect of the form V(p,y)=a*b*y/(a*p1+b*p2)
find the associated demand functions and utility function
4. what are the slutsky and hick compensated price change use a graph to show
the slutsky and hick substitution effect
5. let n=2 use a numerical example to show that it ispossible that satisfues
WARP but (p1-p0)*(x1-x0)>0
6. let A=(a,b,c)=(100,50,10) be the set of outcomes and b~(t*a,(1-t)*c) find
the value of t for the utility functions of u(w)=根號w and V(w)=lnw
7.某研究生效用u(w)=根號w 畢業後有A.B兩種工作
A 內勤每月薪資36000 B 行銷業務薪資由業績決定 業績的機率為P1=0.5
W1=42000 P2=0.5 W2=30000
若僅有B工作可供選擇 求研究生願接受的最低固定薪資並繪圖說明
8 證明 先說明你將如何證明
單調遞增的嚴格凹函數轉換風險趨避的效用含數 風險趨避程度增加
9. prove that if the investors preferences display IARA the risky asset must
be an inferior good
10. prove that for any VNM utility function the condition u,,,(w)>0 is
necessary but not sufficient for DARA
11.請說明風險性資產的報酬率全為負 Ri<0時 b=
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06/10 15:28, , 1F
06/10 15:28, 1F
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