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


  

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" width="514" height="713"/>

  

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  以上是《2019年新课标版三年级上册数学教案:<分数简单应用(三)>》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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