新学期开学在即,老师们都要开始准备教案了。对于一些教学经验还不够丰富的老师来说需要多看一些好的教案,这样会成长的更快。新东方在线小学网整理了《2019年新课标版三年级上册数学教案:<认识周长(五)>》,供老师们参考。
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" 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