请教一下这道5月份的真题
data:image/png;base64,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41、以下描述正确的是( )。
A、根据战略目标导出的关键绩效指标是战略目标实现的关键指标
B、标杆管理就是模仿和制造,是一个有目的、有目标的学习过程
C、单纯的标杆管理可以结合自己实际情况进行创新、提高企业竞争力
D、销售增长率和市场占有率双高的产品群被称为金牛类产品!
有些解析给的答案是ACD 无锡书剑 发表于 2021-9-2 09:48
41、以下描述正确的是( )。
A、根据战略目标导出的关键绩效指标是战略目标实现的关键指标
B、标杆管理 ...
答咹:AB, 个人感觉AB,A选项--P112; BC选项--P118-P119; D选项--P108 ABC,d是明星产品 fenghaosu 发表于 2021-9-4 06:09
个人感觉AB,A选项--P112; BC选项--P118-P119; D选项--P108
xiexie谢谢你 B项,书上说的是创造,而不是制造。“标杆管理就是模仿和制造” D项,应该是“销售增长率和市场占有率双高的产品群被称为明星类产品”,见书P107,但后面有一句,“这类产品可以成为企业的金牛产品。 B项,应该是:”单纯的标杆管理,缺乏结合自身实际情况的创新,会导致企业竞争战略趋同。。。,见书P118,最后1行。
页:
[1]