2020年冀教版三年级上册数学期末检测卷(二)

2019-12-04 18:12:00来源:网络

  期末检测卷是每位老师在教学过程中必不可少的教学工具,对于一些教学经验还不够丰富的老师来说需要多看一些好的期末检测卷,这样会成长的更快。新东方在线小学网整理了《2020年冀教版三年级上册数学期末检测卷(二)》,供老师们参考。

  冀教版三年级上册数学期末检测卷二(图片版)

  

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" 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