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关于2023江苏最好的二本大学有哪些
江苏比较好的二本大学有:江苏师范大学、常州工学院等等,具体还有哪些大学我们一起来看看吧!下面给大家分享2023江苏最好的二本大学有哪些,欢迎阅读!
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)
新疆景点门票优惠政策
2023江苏最好的二本大学
江苏比较好的二本有:江苏师范大学
四川剑门关风景区简介 该校是江苏省和教育部双方共建的大学,是省内的高水平大学建设高校。经过多年的不懈努力,办学实力一直在稳步地提升。学校目前有泉山、云龙等四大校区,本科专业共有59个,其中很多是国家级一流本科专业、特专业。 江苏比较好的二本有:南京晓庄学院
该校是我国乡村师范教育的发祥地,史已接近百年,底蕴十分深厚。自办学以来,学校累计为社会培养了超过17万人才,其中有很多是教育师资,涌现出了很多的中小学优秀教师、教学名师等,对当地教育水平的提升影响很大。
怎么看大学是一本还是二本
一本和二本的区别主要有分数线不同,招生对象不同,招生对象不同。
南靖土楼和永定土楼哪个好
1、分数线不同 一本的分数线要高于二本分数线。
2、招生对象不同 一本的招生对象为本科第一批次的学生,及分数线在一本分数线以上的学生;二本的招生对象为本科第二批次的学生。闽侯天气
特别说明:以上如何判断大学是一本还是二本,仅供参考,不具有实际指导意义,想要查看全部如何判断大学是一本还是二本请上蝶变志愿查看,蝶变志愿还可以模拟填报。
一本和二本的区别
一本大学综合整体实力要比二本大学强一些。
最大的区别会体现在学校的师资力量上,一本本科学历无论是教学设备和教师的选择都非常的高,当然在教学质量以及素质上也会高很多。
但是就算是综合整体水平强,并不代表着各个专业都是强,当然,报考院校时不管是一本学校还是二本学校都要知道自己的专业在学校情况好不好,了解清楚后再报考本科院校。
一本大学的具体培养方案跟二本大学会有些不同。
其实二本确实有些专业不错的,从专业一方面教育学生,提高学生的技术能力。但是,二
本本科学历选择好比较热门的专业,就业前景也是非常广阔的。
不管是什么学历都要看自己的实力以及自己的综合能力,这样就业前景会更好的。
杭州西溪湿地一日游攻略 一本大学的学校平台通常比较不错,学生的视野会比较宽广。
一本大学生的学习能力还是很强的,在校园风气高要求学习氛围下,不会去浪费时间的,而且在校园校风的作用下还会提高自己的学习能力。 一般而言,能够考出一本大学的学生,他们在高中阶段的学习基础也会比较好,他们的学习能力,思维能力通常会有比较大的优势,所以在就业的时候竞争力也会比较强。