半径为r的四分之一圆弧,形心怎么求?
一个半径为r的四分之一圆弧,形心怎么求?任取2段弧,端点连线的中垂线交点即为圆心。。尺规作图 圆弧四等分,一三等分点连线和2等分点圆心连线交点,瞎猜的:lol metalstorm 发表于 2016-6-3 15:32
平面图形按静矩去算形心,这个绳子用什么去定义形心?
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
网络太慢了
定义
找两个弦的垂直线的交点就是,试试! 分别以A、B为圆心,R为半径做园,产生两个交点,左下一个即为所求点~ cain0203 发表于 2016-6-3 15:50
任取2段弧,端点连线的中垂线交点即为圆心。。尺规作图
圆弧的行心和圆心是一回事么?
丁卯谷雨 发表于 2016-6-3 18:16
分别以A、B为圆心,R为半径做园,产生两个交点,左下一个即为所求点~
弄错了
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