2019年北师大版四年级上册数学一课一练:《除法》

2019-10-17 18:06:00来源:网络

  一课一练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一课一练,这样会成长的更快。新东方在线小学网整理了《2019年北师大版四年级上册数学一课一练:<除法>》,供老师们参考。

  北师大版四年级上册数学一课一练:除法

  

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" 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