2019年新课标版三年级上册数学教案:《分数初步认识(十)》

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:<分数初步认识(十)>》,供老师们参考。

  

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" width="491" height="745"/>

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