2019年新课标版三年级上册数学教案:《分数简单计算(二)》

2019-09-03 18:04:00来源:网络


  

\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" width="484" height="713"/>

  以上是《2019年新课标版三年级上册数学教案:<分数简单计算(二)>》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