2019年新课标版三年级上册数学教案:《因数末尾有0乘法1》_小学_新东方在线 - 凤凰彩票平台登录,凤凰彩票官方网址,凤凰彩票开户网址

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2019-09-02 17:42:00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年新课标版三年级上册数学教案:<因数末尾有0的乘法(一)>》,供老师们参考。

  新课标版三年级上册数学《因数末尾有0的乘法》教案(一)

  

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" 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