2019年冀教版六年级上册数学教案:《圆的周长1》

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:<圆的周长1>》,供老师们参考。

  冀教版六年级上册数学《圆的周长》教案(一)

  

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" 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