2020年人教版三年级上册数学期末练习卷(一)

2019-12-04 18:12:00来源:网络

  期末练习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练习卷,这样会成长的更快。新东方在线小学网整理了《2020年人教版三年级上册数学期末练习卷(一)》,供老师们参考。

  

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" 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