几何图形求解
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如图,一个半径为11的圆和一个长度为12线段相交,线段另一个端点沿Y轴向上移动13,求线段与圆的交点运行的角度和X轴方向的距离。CAD 画一个量一下
SW,画一下等比例的 liming12306 发表于 2025-1-25 15:04
CAD 画一个量一下
为何这个夹角变了
学者11 发表于 2025-1-25 16:10
为何这个夹角变了
三角形 两边不变,第三边变了,角度肯定边啊
用SW画的 你是不是想找公式 来递推变化过程??
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