小学教育网 发表于 2017-1-26 21:18:43

小学四年级语文各类型知识点每日一题:第三十五天


          
          
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          小学四年级语文各类型知识点每日一题:第三十五天
          小学四年级语文各类型知识点每日一题是由海边名师精选,帮助孩子养成良好学习习惯的同时,实现知识储备,领跑小升初,为今后的语文学习打好基础。
          如对题目有任何疑问,欢迎加入海边语文四年级②群:279154600,加群请备注:奥数网,点击加入:
          【题目】
          巧猜词语(根据方位猜三个词语)。
       
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
          >>点击下一页查看答案

jzfive 发表于 2017-1-26 22:50:23


       
          
          
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12
                               
          【答案】
       
          巧猜词语(根据方位猜三个词语)。
       
          南来北往   东奔西走   心中有数
页: [1]
查看完整版本: 小学四年级语文各类型知识点每日一题:第三十五天