内容正文:
全等三角形的判定
基本事实——边边边
写出下面命题的逆命题
全等三角形的对应边相等,对应角相等
对应边相等,对应角相等的三角形全等
猜想
每个三角形有三条边,三个角,要想判断两个三角形全等,是不是必须三条边对应相等,三个角对应相等呢?能不能减少条件?最少几个?分别是什么?
填表
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归纳
当两个三角形只有一条边或一个角对应相等时,两个三角形不一定全等。
当两个三角形只有两条边或两个角或一边一角对应相等时,两个三角形不一定全等。
PPT模板:www.1ppt.com/moban/ PPT素材:www.1ppt.com/sucai/
PPT背景:www.1ppt.com/beijing/ PPT图表:www.1ppt.com/tubiao/
PPT下载:www.1ppt.com/xiazai/ PPT教程: www.1ppt.com/powerpoint/
资料下载:www.1ppt.com/ziliao/ 范文下载:www.1ppt.com/fanwen/
试卷下载:www.1ppt.com/shiti/ 教案下载:www.1ppt.com/jiaoan/
PPT论坛:www.1ppt.cn PPT课件:www.1ppt.com/kejian/
语文课件:www.1ppt.com/kejian/yuwen/ 数学课件:www.1ppt.com/kejian/shuxue/
英语课件:www.1ppt.com/kejian/yingyu/ 美术课件:www.1ppt.com/kejian/meishu/
科学课件:www.1ppt.com/kejian/kexue/ 物理课件:www.1ppt.com/kejian/wuli/
化学课件:www.1ppt.com/kejian/huaxue/ 生物课件:www.1ppt.com/kejian/shengwu/
地理课件:www.1ppt.com/kejian/dili/ 历史课件:www.1ppt.com/kejian/lishi/
5
思考
当有三个元素对应相等两个三角形会全等吗?这三个条件会有几种组合方式呢?
三条边、三个角、两边一角、两角一边
操作
分小组活动:
1)用一根长 13 cm 的细铁丝,折成一个边长分别是 3