2019年新课标版三年级上册数学教案:《分数初步认识(二)》

2019-09-02 17:43:00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:<分数初步认识(二)>》,供老师们参考。

  

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" 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" width="512" height="448"/>

  以上是《2019年新课标版三年级上册数学教案:<分数初步认识(二)>》的内容,更多新课标版三年级上册小学教学教案请关注新东方在线小学网。


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