2019年苏教版四年级上册数学教案:《除数不接近整十除法3》

2019-09-25 16:15:00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年苏教版四年级上册数学教案:<除数不接近整十的除法3>》,供老师们参考。

  

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