2019年冀教版六年级上册数学教案:《圆周长的实际问题5》

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5>》,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(五)

  

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" width="482" height="688"/>

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