描述 While creating a customer logo, ACM uses graphical utilities to draw a picture that can later be cut into special fluorescent materials. To ensure proper processing, the shapes in the picture cannot intersect. However, some logos contain such inte…

题意不难理解,给出多个多边形,输出多边形间的相交情况(嵌套不算相交),思路也很容易想到.枚举每一个图形再枚举每一条边 恶心在输入输出,不过还好有sscanf(),不懂可以查看cplusplus网站 根据正方形对角的两顶点求另外两个顶点公式: x2 = (x1+x3-y3+y1)/2; y2 = (x3-x1+y1+y3)/2; x4= (x1+x3+y3-y1)/2; y4 = (-x3+x1+y1+y3)/2; 还有很多细节要处理 #include <iostream> #include &…

Geometric Shapes Time Limit: 2000MS   Memory Limit: 65536K Total Submissions: 1243   Accepted: 524 Description While creating a customer logo, ACM uses graphical utilities to draw a picture that can later be cut into special fluorescent materials. To…

题意:给你一些多边形的点,判断每个多边形和那些多边形相交,编号按照字典序输出 思路:枚举每个多边形的每条边看是否相交,这里的相交是包括端点的,关键是给你正方形不相邻两个点求另外两个点怎么求,长方形给你3个点求第四个点怎么求? 因为对角线的交点为两条对角线的中点,所以 x0 + x2 =  x1 + x3 y0 + y2 =  y1 + y3 可以证明分割的这几个小三角形是全等的所以有 x1 - x3 = y2 - y1 y1 - y3 = x2 - x0 根据这几个式子可以推出 另外两个点的坐标…

题意: 给一些多边形或线段,输出与每一个多边形或线段的有哪一些多边形或线段. 解法: 想法不难,直接暴力将所有的图形处理成线段,然后暴力枚举,相交就加入其vector就行了.主要是代码有点麻烦,一步一步来吧. 还有收集了一个线段旋转的函数. 给定正方形对角求其他两点用到了线段旋转. Vector Rotate(Point P,Vector A,double rad){ //以P为基准点把向量A旋转rad return Vector(P.x+A.x*cos(rad)-A.y*sin(rad),P.…

含[判断线段相交].[判断两点在线段两侧].[判断三点共线].[判断点在线段上]模板   Geometric Shapes Time Limit: 2000MS   Memory Limit: 65536K Total Submissions:2105   Accepted: 883 Description While creating a customer logo, ACM uses graphical utilities to draw a picture that can later b…

Geometric Shapes Time Limit: 2000MS   Memory Limit: 65536K Total Submissions: 1470   Accepted: 622 Description While creating a customer logo, ACM uses graphical utilities to draw a picture that can later be cut into special fluorescent materials. To…

判断两个多边形是否相交,只需判断边是否有相交. 编码量有点大,不过思路挺简单的. #include<cstdio> #include<cstring> #include<vector> #include<cmath> #include<string> #include<queue> #include<list> #include<algorithm> #include<iostream> using…

求点到直线的距离: double dis(point p1,point p2){   if(fabs(p1.x-p2.x)<exp)//相等的  {    return fabs(p2.x-pegx);    }  else     {   double k=(p2.y-p1.y)/(p2.x-p1.x);   double b=p2.y-k*p2.x;   return fabs(k*pegx-pegy+b)/sqrt(k*k+1);//返回的是距离的   }}判断多边形是否为凸多边形 if…

Pick-up sticks Time Limit: 3000MS   Memory Limit: 65536K Total Submissions: 8862   Accepted: 3262 Description Stan has n sticks of various length. He throws them one at a time on the floor in a random way. After finishing throwing, Stan tries to find…