![](http://www.ms211.com/uploadfile/2019/0731/20190731122953419.jpg)
北京航空航天大学2019-2020年设计学类专业录取线
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)
录取规则
(1)对于平行志愿投档的省份,按照省级招生考试机构的投档规则进行调档,学校负责审核录取。
(2)对于顺序志愿投档的省份,按照投档考生的专业统考成绩和高考投档成绩的合成分录取。
合成分=(专业统考成绩/专业统考满分)×450+(高考文化成绩/高考文化满分)×550
不分文理招生的省份,按照合成分从高到低统一排序,根据分省招生计划数录取;严格区分文理招生的省份,按照合成分从高到低文理分别排序,根据分省招生计划数录取。合成分相同的情况下,按照各省级招生考试机构公布的高考文化成绩排序优先录取。
有固定投档规则的省份按照相应省份要求执行。
(文章转载请标明:ms211中国美术高考网)