24考研专业课有必要报班吗?(考内蒙古大学)
报班能解决哪些问题🎈 专业课资料方面很多自命题专业课,真题资料以及目标院校的学长学姐都很难找到,有些同学为了收集专业课信息,既在贴吧、知乎、b站上找经验贴,私聊答主,又在QQ群某二手网站花钱买资料,不仅很难找到,还经常有骗子......
报班后,专业课复习有直系研究生指导,他们对于本专业了解的比较清楚,会告诉你你的情况适合哪些资料,还会提供她的真题笔记,快速又有用。
🎈 日常学习方面考研复习和高考不同,主要是靠自学。但自学有时候会遇到很多问题,也会不小心进入误区,没有人答疑,只能去网上问,网上的答案不仅难找,有些还看不懂,就很难。
报班后,研究生会根据考纲和真题帮你分析哪些是重难点,会根据你的情况制定复习计划。平时遇到问题,他们会耐心帮我解答,还会根据问题分析你是怎么错的,避免下次重复犯错,提高你的学习效率。
🎈 信息方面考研基本都存在着信息差。比如复试的一些情况,导师的情况。尤其是自命题的专业,老师的出题风格对我们影响很大,直系研究生因为和导师接触的比较多,对导师的风格了解的更清楚,避免我们盲目的复习。
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加王春海微信获得2024武忠祥系列资料: 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
考研数学从九月底到十一月初,这段时间我开始做真题训练,每套真题都都按照考试的要求来做。做完后每套真题认真分析,整体把握真题里的规律和自己知识的盲区。当发现有某一块儿的知识不清楚时,找到这类知识对应的专项题目进行训练,比如发消息自己中值定理部分学得不好,就特意找来很多中值定理的题,大量的训练直到突破这部分内容。
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