清华大学2020考研复试分数线

2020-04-14 17:05:00来源:​网络

   快讯!清华大学2020考研复试分数线

  重磅消息!4月14日,继2020考研国家线发布后,清华大学2020考研复试分数线出炉来,报考清华大学的考生快来看看你过线了没。清华大学2020硕士研究生复试录取工作即将全面展开!

  清华大学2020年硕士研究生招生复试基本分数线

  各院系在达到学校复试分数基本要求的生源充足的情况下,可根据本学科、专业特点及生源和招生计划数制定不低于学校基本要求的本院系学科(专业)复试基本要求,并以此确定入围复试考生名单。

  相关复试工作安排另行通知。

  1、统考生、联考生:

  *:考生还须达到院系确定的复试基本要求方能进入复试。

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" 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title="\" style="width: 580px; height: 176px;" width="580" vspace="0" hspace="0" height="176" border="0"/>

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  2、单考生:同时满足政治理论成绩不低于35分;外国语成绩不低于30分;满分150分科目单科成绩不低于52分;满分300分科目单科成绩不低于105分;总分不低于254分。

  3、专项计划生

  (1)“强军计划”:同时满足政治理论成绩不低于35分;外国语成绩不低于30分;满分150分科目单科成绩不低于52分;总分不低于254分。

  (2)“少数民族高层次骨干人才计划”(不含新疆MPA项目):同时满足满分100分科目单科成绩不低于40分;满分150分科目单科成绩不低于70分;满分200分科目单科成绩不低于107分;满分300分科目单科成绩不低于140分;总分满分300分考生总分不低于195分;总分满分500分考生中,理工医考生(报考专业代码前两位为“07”、“08”或“10”)要求总分不低于270分,非理工医考生总分不低于320分。或者依据所报考院系(专业)复试分数线,总分线降10分,单科线不降。两项分数政策不可同时享受。

  (3)“少数民族高层次骨干人才计划”(新疆MPA项目):同时满足满分100分科目单科成绩不低于25分;满分200分科目单科成绩不低于75分;总分不低于135分。

  (4)“退役大学生士兵专项硕士研究生招生计划”:按照所报考院系(专业)复试分数线,总分线降10分,单科线不降。“退役大学生士兵专项硕士研究生招生计划”考生允许调剂到普通计划,需调剂的考生必须在所报考院系专业复试之前联系报考院系提交调剂申请。

  4、“大学生志愿服务西部计划”“三支一扶计划”“农村义务教育阶段学校教师特设岗位计划”“赴国外汉语教师志愿者”“选聘高校毕业生到村任职”等项目服务考生,按照教育部当年度硕士研究生招生录取工作的相关规定享受加分政策。享受加分政策考生需于招生院系复试前向招生院系提出书面申请,并提交相关证明材料。其中拟录取享受“大学生志愿服务西部计划”等政策的考生提交的证明材料需包括《大学生志愿服务西部计划志愿服务证》、《志愿服务鉴定书》和服务单位证明等材料复印件;退役义务兵需提交《入伍批准书》和《退出现役证》复印件。

  5、享受少数民族政策的考生(指工作单位和户籍在国务院公布的民族区域自治地方,即5个自治区、30个自治州、119个自治县(旗),定向就业回原单位的少数民族在职人员统考考生)初试总分分数线在所报考院系(专业)最低控制线下降10分。符合条件的考生须在招生院系复试前向招生院系提出书面申请,并出具相关证明材料。

  6、以上各类照顾政策不重复或累加享受。

  清华大学研究生招生办公室

  2020年4月14日



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