Psychological transformation methods and Countermeasures of higher vocational students with mathematics learning disabilities
Abstract
In recent years, the learning disabilities of vocational school students for their weak mathematical foundation and lack of interest have become a hot topic in vocational education. Mathematics learning disabilities of vocational school students are not only objective learning difficulties, but also subjective learning psychology problems. Exploring the psychology transformation methods and countermeasures of mathematics learning disabilities of higher vocational students provides an important reference for solving this problem.References
[1] Bao Jiping, Han Yuqiang. Attribution and countermeasures of psychological barriers in learning[J]. Educational Exploration, 2001, (11).
[2] Wang Chong, Sun Fengzhi, Sha Yuanxia. Psychological obstacles and countermeasures for students in higher mathematics classrooms in applied technology colleges[J]. Journal of Chifeng University: Natural Science Edition, 2015, (6).
[3] Zhang Guimei. Higher mathematics teaching should pay attention to the cultivation of students’ non-intelligence factors[J]. Educational Exploration, 2012, (4).
[4] Yang Shu, Sun Shiguo, Wen Xiaoyan. Analysis of the psychological barriers of engineering students in learning advanced mathematics[J]. Education and Occupation, 2008, (13).
[5] Pan Changxiang, Li Changhu. Some thoughts on psychological barriers to learning[J]. Basic Education Research, 1995, (1).
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