题目内容

(本题满分15分)某厂生产某种零件,每个零件的成本为40元,出厂单价定为60元,该厂为鼓励销售商订购,决定当一次订购量超过100个时,每多订购一个,订购的全部零件的出厂单价就降低0.02元,

但实际出厂单价不低于51元

(1)当一次订购量为多少个时,零件的实际出厂单价恰降为51元?

(2)设一次订购量为x个,零件的实际出厂单价为P元,写出函数P=f(x)的表达式

(3)当销售商一次订购500个零件时,该厂获得的利润是多少元?如果订购1000个利润又是多少元?

(工厂售出一个零件的利润=实际出厂单价-成本)

解:(1)设每个零件的实际出厂单价恰好降为51时,一次订购量为个。

               则=100+=550    (4分)

(2)当时,P=60;当100<x<550时,P=60-0.002(x-100)=62-;

 当时,P=51. (9分)

(3)设销售商一次订购量为x时,工厂获得的利润L元。

          则L=(P-40)x=(12分)

当x=500时,L=600;当x=1000时,L=1100.(14分)

答:                            (15分)

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