2019年沪教版五年级下册数学教案:《正方体 长方体表面积》

2019-09-23 16:43:00来源:网络

  (4)没有面涂上红色的1立方厘米的正方体积木有多少个?

  5. 学生讨论交流,请学生可以用小正方体搭一搭,找出规律。

  6. 利用课件反馈。

  

\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" width="600" height="258"/>

  7. 小结。

  【说明:这里的正方体的展开图并不是这一节的重点,只是为了能帮助学生推导出表面积,并相应地积累空间经验,并在思路上能从“立体”--“平面”--“立体”。第4题计数时要讲究策略:三面有颜色的在八个角上,共8块;两面有颜色的在各条棱上,每条棱上只有1块,共12块;一面有颜色的在6个面的中心,共6块;没有颜色的,只有1块,在“中心”。】

  五、巩固练习:

  (一)看图练习:

  1. 下面的正方体的棱长为5m,先求它的表面积,再求体积。

  

\

  2. 下面正方体的棱长为0.7dm,先求它的表面积,再求体积。

  

\

  3. 下面图形中哪些能围成正方体?哪些不能围成正方体?

英语+新概念学习资料大礼包

微信扫一扫 自动获取网盘链接

更多资料
更多>>
更多内容

小学英语资料大礼包合集

扫描下方二维码自动领取

更多>>
更多英语课程>>
更多>>
更多资料