2020年冀教版六年级上册数学期末检测卷(六)

2020-02-28 19:26:00来源:网络


  

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" width="461" height="623"/>

  以是《2020年冀教版六年级上册数学期末检测卷(六)》的内容,更多小学六年级数学期末检测卷请关注新东方在线小学网。


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