链接:http://poj.org/problem?id=1654

Area
Time Limit: 1000MS   Memory Limit: 10000K
Total Submissions: 14952   Accepted: 4189

Description

You are going to compute the area of a special kind of polygon. One vertex of the polygon is the origin of the orthogonal coordinate system. From this vertex, you may go step by step to the following vertexes of the polygon until back to the initial vertex. For each step you may go North, West, South or East with step length of 1 unit, or go Northwest, Northeast, Southwest or Southeast with step length of square root of 2.

For example, this is a legal polygon to be computed and its area is 2.5: 

Input

The first line of input is an integer t (1 <= t <= 20), the number of the test polygons. Each of the following lines contains a string composed of digits 1-9 describing how the polygon is formed by walking from the origin. Here 8, 2, 6 and 4 represent North, South, East and West, while 9, 7, 3 and 1 denote Northeast, Northwest, Southeast and Southwest respectively. Number 5 only appears at the end of the sequence indicating the stop of walking. You may assume that the input polygon is valid which means that the endpoint is always the start point and the sides of the polygon are not cross to each other.Each line may contain up to 1000000 digits.

Output

For each polygon, print its area on a single line.

Sample Input

4
5
825
6725
6244865

Sample Output

0
0
0.5
2

-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-=

又看了题解才A掉,记得自己曾对别人说WA不要马上看题解,一道题做两三天很正常,自己却MLE马上看题解

自己定的规则自己都不遵守

 #include <stdio.h>
#include <string.h>
#include <stdlib.h>
#include <iostream>
#include <algorithm>
#include <math.h> #define MAXX 1000002
#define eps 1e-6
typedef struct
{
double x;
double y;
} point; double crossProduct(point a,point b,point c)
{
return (c.x-a.x)*(b.y-a.y)-(c.y-a.y)*(b.x-a.x);
} bool dy(double x,double y)
{
return x>y+eps;
}
bool xy(double x,double y)
{
return x<y-eps;
}
bool dd(double x,double y)
{
return fabs(x-y)<eps;
} int main()
{
int n,m,i,j,x,y;
scanf("%d",&n);
char str[MAXX];
int move[][]= {{,},{-,-},{,-},{,-},{-,},{,},{,},{-,},{,},{,}};
for(i=; i<n; i++)
{
scanf("%s",str);
int len=strlen(str);
int x1=,y1=,x2,y2;
long long ans=;
for(j=; j<len-; j++)
{
x2=x1+move[str[j]-''][];
y2=y1+move[str[j]-''][];
ans+=((x1*y2)-(x2*y1));
x1=x2;
y1=y2;
}
ans = ans > ? ans : (-)*ans;
if(ans == )
printf("0\n");
else if(ans % == )
printf("%lld\n",ans/);
else if(ans % != )
printf("%lld.5\n",ans/);
}
return ;
}

poj 1654 Area (多边形求面积)的更多相关文章

  1. poj 1654 Area 多边形面积

    /* poj 1654 Area 多边形面积 题目意思很简单,但是1000000的point开不了 */ #include<stdio.h> #include<math.h> ...

  2. POJ 1654 Area 多边形面积 G++会WA

    #include<stdio.h> #include<algorithm> #include <cstring> using namespace std; type ...

  3. poj 1654(利用叉积求面积)

    Area Time Limit: 1000MS   Memory Limit: 10000K Total Submissions: 17937   Accepted: 4957 Description ...

  4. poj 1654 Area(多边形面积)

    Area Time Limit: 1000MS   Memory Limit: 10000K Total Submissions: 17456   Accepted: 4847 Description ...

  5. poj 1654 Area(求多边形面积 && 处理误差)

    Area Time Limit: 1000MS   Memory Limit: 10000K Total Submissions: 16894   Accepted: 4698 Description ...

  6. Area---poj1265(皮克定理+多边形求面积)

    题目链接:http://poj.org/problem?id=1265 题意是:有一个机器人在矩形网格中行走,起始点是(0,0),每次移动(dx,dy)的偏移量,已知,机器人走的图形是一个多边形,求这 ...

  7. POJ 3348 Cows 凸包 求面积

    LINK 题意:给出点集,求凸包的面积 思路:主要是求面积的考察,固定一个点顺序枚举两个点叉积求三角形面积和除2即可 /** @Date : 2017-07-19 16:07:11 * @FileNa ...

  8. poj 1654 Area(计算几何--叉积求多边形面积)

    一个简单的用叉积求任意多边形面积的题,并不难,但我却错了很多次,double的数据应该是要转化为long long,我转成了int...这里为了节省内存尽量不开数组,直接计算,我MLE了一发...,最 ...

  9. POJ - 1654 利用叉积求三角形面积 去 间接求多边形面积

    题意:在一个平面直角坐标系,一个点总是从原点出发,但是每次移动只能移动8个方向的中的一个并且每次移动距离只有1和√2这两种情况,最后一定会回到原点(以字母5结束),请你计算这个点所画出图形的面积 题解 ...

随机推荐

  1. sql如何将同个字段不同值打印在一行

    group_concat(distinct(img)) group by id通过id分组把img的值打印在一行group_concat()通常和group by一起使用,功能是把某个字段的值打印在一 ...

  2. kdump failed

    kdump  是一种先进的基于 kexec 的内核崩溃转储机制.当系统崩溃时,kdump 使用 kexec 启动到第二个内核. 第二个内核通常叫做捕获内核,以很小内存启动以捕获转储镜像.第一个内核保留 ...

  3. E2PROM与Flash的引脚图

    E2PROM(24C02):

  4. Redis 安装与简单示例 01_转

    一.Redis的安装 Redis下载地址如下:https://github.com/dmajkic/redis/downloads 解压后根据自己机器的实际情况选择32位或者64位.下载解压后图片如下 ...

  5. AjaxPro 的基本用法

    通过 Ajax可以直接访问后台的代码 实现的步骤: 一 ,添加 引用 AjaxPro.2.dll 文件 二 配置配置文件 <httpHandlers> <add verb=" ...

  6. js正则匹配

    var account = $('input[name="account"').val(); var re = /^[0-9]+.?[0-9]*$/; if (!re.test(a ...

  7. MVC设计模式((javaWEB)在数据库连接池下,实现对数据库中的数据增删改查操作)

    设计功能的实现: ----没有业务层,直接由Servlet调用DAO,所以也没有事务操作,所以从DAO中直接获取connection对象 ----采用MVC设计模式 ----采用到的技术 .MVC设计 ...

  8. Drainage Ditches 分类: POJ 图论 2015-07-29 15:01 7人阅读 评论(0) 收藏

    Drainage Ditches Time Limit: 1000MS Memory Limit: 10000K Total Submissions: 62016 Accepted: 23808 De ...

  9. 使用jquery再次封装ajax

    $.fn.ajaxSend = function (type, url, postdata, onSuccess) { $.ajax({ async: false, url: url, type: t ...

  10. Socket状态变迁图

    在一些防火墙或端口管理工具中经常会看到连接状态为CLOSED CLOSE_WITE LAST_ACK等的进程, 虽然状态就那么很少的几个, 而且看字面意思也能猜个大概, 但没做过Socket编程的朋友 ...