2015天津南开区中考二模语文成绩分析
一、整体情况本章试卷,考试范围与中考范围保持一致,教材七上——九下,六本书,与一模考试相比,范围增加两本书,名著六部全覆盖。一模——二模的复习,主要表现于在进一步夯实基础的同时,重点提高学生对能力题解题准确率与规范性的思路点拨。因此,二模的考查在难度控制、题型设置等方面,紧贴中考,特别是针对今年试题变化点,在第5题语言的运用、课内现代文阅读、理解性默写、名著阅读等方面,在一模基础上再次做出相应调整。在阅卷过程中,更加突出对课外文言文阅读、课外现代文阅读、仿写句子、名著阅读探究题等能力考点解题思路规范性的考查。
二、具体分析
(一)与一模数据的比较
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