2019年新课标版三年级上册数学教案:《分数简单应用(三)》

2019-09-17 18:00:00来源:网络

  新学期开学在即,老师们都要开始准备教案了。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教案,这样会成长的更快。新东方在线小学网整理了《2019年新课标版三年级上册数学教案:<分数简单应用(三)>》,供老师们参考。

  

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" 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