marked 发表于 2018-11-6 10:15:45

考前“四步走”高效快速复习方法

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
    1.教材为本,整体复习    很多孩子在复习的时候,喜欢四处找习题,其实复习最主要的还是以课本为主。    以课本为主线进行整体复习,并非简单地重复已学过的知识,而是对学过知识进行系统梳理,对某些知识点进行归纳与对比。尤其对某些似是而非的知识点,在复习中一定要弄楚,并能灵活运用。
    2.绘出知识结构网络图,形成完整的知识结构体系    复习要注重归纳,归纳过程中,要有序地多角度概括思考问题,找出内在联系。    小学阶段的孩子归纳总结能力可能较差,就需要家长给孩子梳理整体脉络,再逐个问孩子每个节点的知识点讲的是什么,面对完整的知识结构,孩子也更容易记住知识点。
    3.看错题集,温故而知新    将日常练习、考试中遇到的错题、典型题分门别类地收集在一起。复习时,一定要拿出一定的时间重新去温习。这样做,会比多做新题有更大的收获。
    4.进行自我模拟测试    限定一定时间让孩子模拟测试一下,可以自查自救。    也可以通过孩子自己出题,对知识点会有进一步的理解与巩固,另外还可以了解各知识点的出题题型方式与风格。
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