2019年冀教版六年级上册数学教案:《圆周长的实际问题4》

2019-09-26 17:59:00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年冀教版六年级上册数学教案:<圆周长的实际问题4>》,供老师们参考。

  冀教版六年级上册数学《圆周长的实际问题 》教案(四)

  

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" 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