2020年北京版四年级上册数学期末检测卷(一)

2019-12-04 18:13:00来源:网络


  

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" width="498" height="652"/>

  

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  以是《2020年北京版四年级上册数学期末检测卷(一)》的内容,更多小学四年级数学期末检测卷请关注新东方在线小学网。


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