Tom and Jerry are going on a vacation. They are now driving on a one-way road and several cars are in front of them. To be more specific, there are nn cars in front of them. The iith car has a length of lili, the head of it is sisi from the stop-line, and its maximum velocity is vivi. The car Tom and Jerry are driving is l0l0 in length, and s0s0from the stop-line, with a maximum velocity of v0v0. 
The traffic light has a very long cycle. You can assume that it is always green light. However, since the road is too narrow, no car can get ahead of other cars. Even if your speed can be greater than the car in front of you, you still can only drive at the same speed as the anterior car. But when not affected by the car ahead, the driver will drive at the maximum speed. You can assume that every driver here is very good at driving, so that the distance of adjacent cars can be kept to be 00. 
Though Tom and Jerry know that they can pass the stop-line during green light, they still want to know the minimum time they need to pass the stop-line. We say a car passes the stop-line once the head of the car passes it. 
Please notice that even after a car passes the stop-line, it still runs on the road, and cannot be overtaken.

InputThis problem contains multiple test cases. 
For each test case, the first line contains an integer nn (1≤n≤105,∑n≤2×1061≤n≤105,∑n≤2×106), the number of cars. 
The next three lines each contains n+1n+1 integers, li,si,vili,si,vi (1≤si,vi,li≤1091≤si,vi,li≤109). It's guaranteed that si≥si+1+li+1,∀i∈[0,n−1]si≥si+1+li+1,∀i∈[0,n−1]OutputFor each test case, output one line containing the answer. Your answer will be accepted if its absolute or relative error does not exceed 10−610−6. 
Formally, let your answer be aa, and the jury's answer is bb. Your answer is considered correct if |a−b|max(1,|b|)≤10−6|a−b|max(1,|b|)≤10−6. 
The answer is guaranteed to exist.Sample Input

1
2 2
7 1
2 1
2
1 2 2
10 7 1
6 2 1

Sample Output

3.5000000000
5.0000000000 思路参考博客:https://blog.csdn.net/mmk27_word/article/details/96896277 代码:
#include<cstdio>
#include<iostream>
#include<cstring>
#include<algorithm>
#include<queue>
#include<stack>
#include<set>
#include<vector>
#include<map>
#include<cmath>
const int maxn=1e5+;
typedef long long ll;
using namespace std;
double S[maxn],V[maxn],L[maxn],sum[maxn];
int main()
{
int n;
while(cin>>n)
{
for(int t=;t<=n+;t++)
{
scanf("%lf",&L[t]);
sum[t]=sum[t-]+L[t];
}
for(int t=;t<=n+;t++)
{
scanf("%lf",&S[t]);
}
for(int t=;t<=n+;t++)
{
scanf("%lf",&V[t]);
}
double ans=;
for(int t=;t<=n+;t++)
{
ans=max(ans,(S[t]+sum[t]-L[])/V[t]);
}
printf("%.10f\n",ans);
}
return ;
}

HDU多校-1004-Vacation(思维)的更多相关文章

  1. hdu多校1004 Distinct Values

    Distinct Values Time Limit: / MS (Java/Others) Memory Limit: / K (Java/Others) Total Submission(s): ...

  2. 2018 HDU多校第四场赛后补题

    2018 HDU多校第四场赛后补题 自己学校出的毒瘤场..吃枣药丸 hdu中的题号是6332 - 6343. K. Expression in Memories 题意: 判断一个简化版的算术表达式是否 ...

  3. 2018 HDU多校第三场赛后补题

    2018 HDU多校第三场赛后补题 从易到难来写吧,其中题意有些直接摘了Claris的,数据范围是就不标了. 如果需要可以去hdu题库里找.题号是6319 - 6331. L. Visual Cube ...

  4. 2015 HDU 多校联赛 5363 Key Set

    2015 HDU 多校联赛 5363 Key Set 题目: http://acm.hdu.edu.cn/showproblem.php? pid=5363 依据前面给出的样例,得出求解公式 fn = ...

  5. 2015 HDU 多校联赛 5317 RGCDQ 筛法求解

    2015 HDU 多校联赛 5317 RGCDQ 筛法求解 题目  http://acm.hdu.edu.cn/showproblem.php? pid=5317 本题的数据量非常大,測试样例多.数据 ...

  6. HDU 6187 Destroy Walls (思维,最大生成树)

    HDU 6187 Destroy Walls (思维,最大生成树) Destroy Walls *Time Limit: 8000/4000 MS (Java/Others) Memory Limit ...

  7. [HDU多校]Ridiculous Netizens

    [HDU多校]Ridiculous Netizens 点分治 分成两个部分:对某一点P,连通块经过P或不经过P. 经过P采用树形依赖背包 不经过P的部分递归计算 树型依赖背包 v点必须由其父亲u点转移 ...

  8. hdu多校第一场1004(hdu6581)Vacation 签到

    题意:有n+1辆车,每辆车都有一定的长度,速度和距离终点的距离,第1-n辆车在前面依次排列,第0辆车在最后面.不允许超车,一旦后车追上前车,后车就减速,求第0辆车最快什么时候能到达终点? 思路:对于每 ...

  9. 2017多校第9场 HDU 6161 Big binary tree 思维,类似字典树

    题目链接:http://acm.hdu.edu.cn/showproblem.php?pid=6161 题意: 题目是给一棵完全二叉树,从上到下从左到右给每个节点标号,每个点有权值,初始权值为其标号, ...

随机推荐

  1. 使用opencv在Qt控件上播放mp4文件

    文章目录 简介 核心代码 运行结果 简介 opencv是一个开源计算机视觉库,功能非常多,这里简单介绍一下OpenCV解码播放Mp4文件,并将图像显示到Qt的QLabel上面. 核心代码 头文件 #i ...

  2. 学生成绩管理系统-JAVA语言测试

     首先右键新建一个工程project 选择Java Project,单击next下一步 project命名为“学生成绩管理系统”,点击finish继续 右键src文件夹新建Package包,取名为te ...

  3. 深度学习模型调优方法(Deep Learning学习记录)

    深度学习模型的调优,首先需要对各方面进行评估,主要包括定义函数.模型在训练集和测试集拟合效果.交叉验证.激活函数和优化算法的选择等. 那如何对我们自己的模型进行判断呢?——通过模型训练跑代码,我们可以 ...

  4. Hive操作——删除表(drop、truncate)

    Hive删除操作主要分为几大类:删除数据(保留表).删除库表.删除分区. 一.仅删除表中数据,保留表结构 hive> truncate table 表名; truncate操作用于删除指定表中的 ...

  5. 拓展欧几里得求 ax + by = c的通解(a >=0, b >= 0)

    #include <iostream> #include <cstdio> #include <algorithm> #include <vector> ...

  6. spring时遇到的小问题

    最近在学习spring的时候遇到了两个小问题,在此总结一下 1.少导了所需要的包 运行测试程序,报出以下错误. 初步分析,得知是dataSource数据源没有创建成功,以为dataSource配置文件 ...

  7. 01@-tornado

    import tornado.web ''' tornado的基础web框架模块 ''' import tornado.ioloop ''' tornado的核心IO循环模块 封装了Linux的epo ...

  8. 不安装证书如何通过模拟器+Fiddler抓包APP的HTTPS请求?

    模拟器抓取https方法 说明:为了解决安卓手线上不能抓取https请求,以下整理通过模拟器抓取https请求方法如下:前置条件:安卓模拟器:夜神抓包工具:Fiddler汉化中文升级版1无需FIDDL ...

  9. Android 使用AS编译出错:找不到xx/desugar/debug/66.jar (系统找不到指定的文件。)

    以为是合作人配置文件的问题,后发现是缓存的问题,只需要Clean project,即可. 若提示无法删除目录:Unable to delete directory,或许是因为你打开了另一个项目,只需关 ...

  10. 7、TypeScript类型、接口、类、泛型综合使用 -- TypeScript封装统一操作Mysql Mongodb Mssql的底层类库。

    功能:定义一个操作数据库的库,支持Mysql Mssql Mongodb 要求:Mysql Mssql Mongodb功能一样 都有add.update.delete.get方法 注意:约束统一的规范 ...