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湖北第二师范学院_怎么样_分数线_地址_主页


湖北第二师范学院_怎么样_分数线_地址_主页


湖北第二师范学院怎么样?该校位于湖北省,是一所非常不错的师范院校。从楼主掌握的信息来看,我认为湖北第二师范学院作为一所高等院校,还是一所不错的高等教育院校的。网友问湖北第二师范学院怎么样,因为我不是湖北第二师范学院的学生,所以整理了一些相关信息供大家参考,包括宁湖北第二师范学院怎么样、地址、分数线、学校主页等等信息,希望这些信息对大家有用。
湖北第二师范学院怎么样
湖北第二师范学院怎么样_百科:湖北第二师范学院是一所全日制本科高等院校,湖北第二师范学院前身是始创于1931年的湖北省立教育学院。2006年,经国家高校设置委员会专家评审、教育部审批,湖北第二师范学院改制更名为湖北第二师范学院。湖北第二师范学院位于九省通衢的湖北省武汉市,湖北第二师范学院是一所以教师教育为特色,涵盖文学、理学、工学、法学、教育学、经济学、管理学、艺术学等8大学科门类的省属综合性普通本科院校。学校地处武汉东湖新技术开发区核心地带——武汉中国光谷园区内。截至2014年,学校校园面积约1718亩,建筑面积约43.4万平方米,图书资料218万册,教学科研仪器设备总值8173.67万元,共有教师教育学院、文学院、经济与管理学院等17个院系,开办47个本科专业,全日制在校生1.6万余人。湖北第二师范学院是全国中小学教师继续教育工程现代远程教育试点单位,是湖北教师教育的重要基地之一。
湖北第二师范学院怎么样_网友1:湖北第二师范学院什么都好 老师很多都是双师型的 环境都还不错 唯一不好的就是感觉湖北第二师范学院的管理不咋的!在某中意义上说还有点混乱!就拿图书馆来说就是一个例子! 这几天在湖北第二师范学院出现了一种现象就是 很多班都去买了那个学士复来穿!这本没有什么大不了的!但是我就在想我们的院长跟他们一起照相的时候啊 是一种什么样的感觉啊。
湖北第二师范学院怎么样_网友2:我是湖北第二师范学院的一名的大一的学生,马上很多同学都要踏进大学的校门。我认为湖北第二师范学院真的很好,建议大家多多关注一下我们学校,如果你想报考湖北第二师范学院我很乐意。湖北第二师范学院位于郊区是一个学习的好地方,环境优美,鸟语花香,没有城市的嘈杂。如果你正在为找学校烦恼的话,就来我们学校看看。
湖北第二师范学院2014年分数线

湖北第二师范学院分数线理科

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

湖北第二师范学院分数线文科

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