分享
Ch18 Technology.ppt
下载文档

ID:3486129

大小:1.38MB

页数:127页

格式:PPT

时间:2024-05-09

收藏 分享赚钱
温馨提示:
1. 部分包含数学公式或PPT动画的文件,查看预览时可能会显示错乱或异常,文件下载后无此问题,请放心下载。
2. 本文档由用户上传,版权归属用户,汇文网负责整理代发布。如果您对本文档版权有争议请及时联系客服。
3. 下载前请仔细阅读文档内容,确认文档内容符合您的需求后进行下载,若出现内容与标题不符可向本站投诉处理。
4. 下载文档时可能由于网络波动等原因无法下载或下载错误,付费完成后未能成功下载的用户请联系客服处理。
网站客服:3074922707
Ch18 Technology
Chapter Eighteen,Technology,Technologies,A technology is a process by which inputs are converted to an output.E.g.labor,a computer,a projector,electricity,and software are being combined to produce this lecture.,Technologies,Usually several technologies will produce the same product-a blackboard and chalk can be used instead of a computer and a projector.Which technology is“best”?How do we compare technologies?,Input Bundles,xi denotes the amount used of input i;i.e.the level of input i.An input bundle is a vector of the input levels;(x1,x2,xn).E.g.(x1,x2,x3)=(6,0,93).,Production Functions,y denotes the output level.The technologys production function states the maximum amount of output possible from an input bundle.,Production Functions,y=f(x)is theproductionfunction.,x,x,Input Level,Output Level,y,y=f(x)is the maximal output level obtainable from x input units.,One input,one output,Technology Sets,A production plan is an input bundle and an output level;(x1,xn,y).A production plan is feasible ifThe collection of all feasible production plans is the technology set.,Technology Sets,y=f(x)is theproductionfunction.,x,x,Input Level,Output Level,y,y”,y=f(x)is the maximal output level obtainable from x input units.,One input,one output,y”=f(x)is an output level that is feasible from x input units.,Technology Sets,The technology set is,Technology Sets,x,x,Input Level,Output Level,y,One input,one output,y”,The technologyset,Technology Sets,x,x,Input Level,Output Level,y,One input,one output,y”,The technologyset,Technicallyinefficientplans,Technicallyefficient plans,Technologies with Multiple Inputs,What does a technology look like when there is more than one input?The two input case:Input levels are x1 and x2.Output level is y.Suppose the production function is,Technologies with Multiple Inputs,E.g.the maximal output level possible from the input bundle(x1,x2)=(1,8)isAnd the maximal output level possible from(x1,x2)=(8,8)is,Technologies with Multiple Inputs,Output,y,x1,x2,(8,1),(8,8),Technologies with Multiple Inputs,The y output unit isoquant is the set of all input bundles that yield at most the same output level y.,Isoquants with Two Variable Inputs,y 8,y 4,x1,x2,Isoquants with Two Variable Inputs,Isoquants can be graphed by adding an output level axis and displaying each isoquant at the height of the isoquants output level.,Isoquants with Two Variable Inputs,Output,y,x1,x2,y 8,y 4,Isoquants with Two Variable Inputs,More isoquants tell us more about the technology.,Isoquants with Two Variable Inputs,y 8,y 4,x1,x2,y 6,y 2,Isoquants with Two Variable Inputs,Output,y,x1,x2,y 8,y 4,y 6,y 2,Technologies with Multiple Inputs,The complete collection of isoquants is the isoquant map.The isoquant map is equivalent to the production function-each is the other.E.g.,Technologies with Multiple Inputs,x1,x2,y,Technologies with Multiple Inputs,x1,x2,y,Technologies with Multiple Inputs,x1,x2,y,Technologies with Multiple Inputs,x1,x2,y,Technologies with Multiple Inputs,x1,x2,y,Technologies with Multiple Inputs,x1,x2,y,Technologies with Multiple Inputs,x1,y,Technologies with Multiple Inputs,x1,y,Technologies with Multiple Inputs,x1,y,Technologies with Multiple Inputs,x1,y,Technologies with Multiple Inputs,x1,y,Technologies with Multiple Inputs,x1,y,Technologies with Multiple Inputs,x1,y,Technologies with Multiple Inputs,x1,y,Technologies with Multiple Inputs,x1,y,Technologies with Multiple Inputs,x1,y,Cobb-Douglas Technologies,A Cobb-Douglas production function is of the formE.g.with,x2,x1,All isoquants are hyperbolic,asymptoting to,but nevertouching any axis.,Cobb-Douglas Technologies,x2,x1,All isoquants are hyperbolic,asymptoting to,but nevertouching any axis.,Cobb-Douglas Technologies,x2,x1,All isoquants are hyperbolic,asymptoting to,but nevertouching any axis.,Cobb-Douglas Technologies,x2,x1,All isoquants are hyperbolic,asymptoting to,but nevertouching any axis.,Cobb-Douglas Technologies,Fixed-Proportions Technologies,A fixed-proportions production function is of the formE.g.with,Fixed-Proportions Technologies,x2,x1,

此文档下载收益归作者所有

下载文档
你可能关注的文档
收起
展开