高考倒计时60天语文复习规划
高考倒计时还有60天,知识无穷而时间有限,同学们终究来到了书到用时方恨少的时候。如何在有限的时间里完成成绩的突破,如何将精力合理分配到学习中成为了重中之重。在这里,学大教育小编送同学们一句话--以不变,应万变。下面就看看这篇精心整理的高考倒计时60天语文复习规划。一、不变的是考试趋势,变的是出题形式
老师和同学们的最大不同在于,当老师拿到一份卷子的时候看的是这套试题出得好不好。同学们拿到一套试卷的时候,考虑的是这道题我会不会做。究其原因,老师看的是趋势,学生看的是具体问题。以作文为例,我们也许永远无法押对高考会出什么题,我们却可以帮助同学们把握高考趋势。高考的风向标就那几个“传统文化,精神文明和物质文明的关系,童年纯真美好的流失,创新意识......”如果同学们对这些问题能够有自己的理解,能够凭借自己平时的积累或老师的讲解确定在高考中一旦出现这类中心,就一定能上一类文,那么我相信同学们可以再高考作文中游刃有余。
二、不变的是知识点,变的是出题形式
以文言文为例。在一次的文言文考试中,考试题目里出现了文言文重点实词“属”,有很多同学开始束手无策。“属”字在我们的课文里出现过很多次。“属予作文以记之”的“属”通“嘱咐”的“嘱”。“忠之属也”的“属”是“类”的意思。所以虽然我们的文言文考查的形式是课外文言文,可是我们的知识点却有很大一部分是课内曾经出现过的,与其去大海捞针的去做课外文言文,不如先把课内的重点文言文实词虚词掌握总结好更加稳妥。
三、不变的是考查目的,变的是出题形式
现在高考语文越来越侧重于对能力的考查,而不是生硬的去记去背一些东西,也就是我们所说的积累是大于方法的。一个从小到大只看过3本书,靠死记硬背和套用方法去学习语文的同学,在高考中一定考不过那些从小到大读过100本书,但是没有太多做题套路和方法的学生。所以,语文是一个靠积累的学科,是一个靠感悟的学科,是一个需要大量量变才能引起质变的学科,如果你现在文学底蕴很少的话,一定要注意平时的积累,它会潜移默化的提高你的成绩。而不应该急功近利,套用生硬的方法,记住欲速则不达,揠苗助长,得不偿失。
综上所述,我们应该忽略题型的错综复杂,去看考题本身对于我们的要求。能够熟练的掌握知识点,有文学积累和底蕴,善于站在高位者的角度上思考问题,才能在今后的高考中立于不败之地。
在距离的高考还有60天的时间里,学习时间规划:
http://www.xueda.com/fudao/data:image/jpeg;base64,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
以上就是学大教育小编根据高考语文中“变”与“不变”进行详细解析,高考倒计时60天语文复习规划针对性的给出了学习规划指导,助力考生高效备战。
页:
[1]