2020年人教版三年级上册数学期末练习卷(二)

2019-12-04 18:12:00来源:网络


  

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" width="409" height="589"/>

  以是《2020年人教版三年级上册数学期末练习卷(二)》的内容,更多小学三年级数学期末练习卷请关注新东方在线小学网。


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