2019年苏教版四年级上册数学教案：《平均数联系(一)》

2019-09-26 18:04:00来源：网络

【0元课程】新东方小学语数英全科精品大招课
【9.9元课程】新东方小学数学重难点特训班
【秋季班】一年级课程｜二年级课程｜三年级课程｜四年级课程
【秋季班】五年级课程｜六年级课程｜初一课程

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" 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