2019年北师大版六年级下册数学教案:《欣赏与设计》

2019-09-28 16:31:44来源:网络

  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年北师大版六年级下册数学教案:<欣赏与设计>》,供老师们参考。

  北师大版六年级下册《欣赏与设计》数学教案

  教学目标

  1、经历运用平移、旋转或轴对称进行图案设计的过程,能运用图形的变换在方格纸上设计图案。

  2、结合图案设计的过程,进一步体会平移、旋转和轴对称在设计图案中的作用,体验图形的变换过程,发展空间观念。

  3、结合欣赏和设计美丽的图案,感受图形世界的神奇。

  教学重难点

  1、能够有条理地表达一个简单图形平移、旋转或作轴对称图形的过程。

  2、能灵活运用平移、旋转和轴对称在方格纸上设计图案。

  教学过程

  一、创设 情境

  1、欣赏生活中美丽的图案。

  2、你看到的这些生活中的美丽图案 ,你有何感想?

  3、揭示课题: 今天,我们来设计美丽的图案。

  二、观察、分析图案

  1 、课件展示教材中的图案。让学生观察后说一说这些图案是如何得到的,是由哪个基本图形通过怎样 的变换方式得到的?

  

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  2、以花瓣图案为例,来说说花瓣图案是如何通过图形A得到的?

  3、小组内进行交流。

  4、小组代表汇报研究结果。(汇报花瓣图案分别是由哪个基本图形变换过来的?通过怎样的操作得来的?)(教师演示)

  生:将图形A绕点O顺时 针旋转90度°,得到图形B。再绕点O旋转

  

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" width="204" height="202"/>

  5、你还有其他方法吗?

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