2019年新课标版三年级上册数学教案:《认识几分之一(九)》

2019-09-03 18:03:00来源:网络


  

\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" width="447" height="656"/>

  

\

  以上是《2019年新课标版三年级上册数学教案:<认识几分之一(九)>》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