2019年新课标版三年级上册数学教案:《分数初步认识(六)》

2019-09-17 18:00:00来源:网络
\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" width="549" height="744"/>

  

\

  以上是《2019年新课标版三年级上册数学教案:<分数初步认识(六)>》的内容,更多新课标版三年级上册小学教学教案请关注新东方在线小学网


英语+新概念学习资料大礼包

微信扫一扫 自动获取网盘链接

更多资料
更多>>
更多内容

小学英语资料大礼包合集

扫描下方二维码自动领取

更多>>
更多英语课程>>
更多>>
更多资料