小学教育网 发表于 2016-8-20 08:57:24

2014年一年级下册数学第一单元认识图形测试题

2014年一年级下册数学第一单元认识图形测试题
       
http://www.aoshu.com/e/20140310/data:image/png;base64,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                                  《2014年一年级下册数学第一单元认识图形测试题》
               
               
                       
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