生:封闭图形一周的长度
4、引导总结长方形、正方形的周长计算公式
师:长方形周长的计算公式师什么呐?
生:长方形周长=(长+宽)×2
师:知道长方形的周长和长,怎样求宽?
生:宽=周长÷2-长
师:正方形周长的计算公式师什么呐
生:正方形周长=边长×4
师:知道正方形的周长,怎样求边长
(大屏适时出示计算公式)
(设计意图:通过动手操作,学生深刻感受了长、正方形,不规则图形的周长,复习了计算周长的方法,并进一步了解可以把不规则图形通过平移的方法转化成规则图形,计算周长的方法,发展数学思考。)
三、练习巩固
师:通过复习,现在将接受检验
1,判断
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" width="395" height="289"/> 以上是《2019年新课标版三年级上册数学教案:<周长计算(八)>》的内容,更多新课标版三年级上册小学教学教案请关注新东方在线小学网。