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考研管理类联考国家线改革解读_图书情报硕士

2021-05-17 07:21:00来源:网络

   考研管理类联考国家线改革解读_图书情报硕士

  2020年9月4日教育部印发了《2021年全国硕士研究生招生工作管理规定》,其中关于管理类专硕的相关规定尤为引人注目:“《规定》要求,进一步推进科学精准划线。原则上学术学位类按学科门类分别划线,专业学位按专业学位类别分别划线。其中,工商管理、公共管理、会计、旅游管理、图书情报、工程管理、审计等七个专业学位将根据实际情况分开划线,不再统一划线。”按照往年这7个专业的国家线是只有统一的一条线,但是因为每年报考热度不一样,像会计专硕这种最受应届生欢迎的专业往往实际录取的分数要比国家线高出很多,而对于MBA、MPA这种只有在职人才可以报考的专业往往录取线就在国家线左右,所以分开划线把这些有明显差距的不同群体进行划分更加体现了科学性,同时对于考生而言也更具有参考意义。从2021年3月12日公布的国家线来看,管理类联考7个专业的划线分数确有差别,往年普遍认为图书情报专业并非想象中那么热门,但实际情况确是,图书情报的国家线达到了和会计专硕一致。

  一、图书情报硕士历年国家线分析

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" alt=""http://kaoyan.koolearn.com/" target="_blank" class="link">新东方在线考研小编为管综考研考生整理的"考研管理类联考国家线改革解读_图书情报硕士"相关内容,希望小编为同学们整理的这篇文章对同学们有所帮助。


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