洛谷 P2909 [USACO08OPEN]牛的车Cow Cars

https://www.luogu.org/problemnew/show/P2909

JDOJ 2584: USACO 2008 Open Silver 3.Cow Cars

https://neooj.com:8082/oldoj/problem.php?id=2584

题目描述

N (1 <= N <= 50,000) cows conveniently numbered 1..N are driving in separate cars along a highway in Cowtopia. Cow i can drive in any of M different high lanes (1 <= M <= N) and can travel at a maximum speed of S_i (1 <= S_i <= 1,000,000) km/hour.

After their other bad driving experience, the cows hate collisions and take extraordinary measures to avoid them. On this highway, cow i reduces its speed by D (0 <= D <= 5,000) km/hour for each cow in front of it on the highway (though never below 0 km/hour). Thus, if there are K cows in front of cow i, the cow will travel at a speed of max[S_i - D * K, 0]. While a cow might actually travel faster than a cow directly in front of it, the cows are spaced far enough apart so crashes will not occur once cows slow down as

described,

Cowtopia has a minimum speed law which requires everyone on the highway to travel at a a minimum speed of L (1 <= L <= 1,000,000) km/hour so sometimes some of the cows will be unable to take the highway if they follow the rules above. Write a program that will find the maximum number of cows that can drive on the highway while obeying the minimum speed limit law.

编号为1到N的N只奶牛正各自驾着车打算在牛德比亚的高速公路上飞驰.高速公路有M(1≤M≤N)条车道.奶牛i有一个自己的车速上限Si(l≤Si≤1,000,000).

在经历过糟糕的驾驶事故之后,奶牛们变得十分小心,避免碰撞的发生.每条车道上,如果某一只奶牛i的前面有南只奶牛驾车行驶,那奶牛i的速度上限就会下降kD个单位,也就是说,她的速度不会超过Si – kD(O≤D≤5000),当然如果这个数是负的,那她的速度将是0.牛德比亚的高速会路法规定,在高速公路上行驶的车辆时速不得低于/(1≤L≤1,000,000).那么,请你计算有多少奶牛可以在高速公路上行驶呢?

输入输出格式

输入格式:

* Line 1: Four space-separated integers: N, M, D, and L

* Lines 2..N+1: Line i+1 describes cow i's initial speed with a single integer: S_i

输出格式:

* Line 1: A single integer representing the maximum number of cows that can use the highway

输入输出样例

输入样例#1: 复制

3 1 1 5
5
7
5
输出样例#1: 复制

2

说明

There are three cows with one lane to drive on, a speed decrease of 1, and a minimum speed limit of 5.

Two cows are possible, by putting either cow with speed 5 first and the cow with speed 7 second.

 
 贪心总是和排序联系在一起的?
不信你就看?
大根堆?
优先队列?
排序?
这题不难。
逻辑运算符要注意一下括号的问题。
AC CODE :
#include<cstdio>
#include<algorithm>
using namespace std;
int a[];
int n,s,m,d,l,ans;
int main()
{
scanf("%d%d%d%d",&n,&m,&d,&l);
for(int i=;i<=n;i++)
scanf("%d",&a[i]);
sort(a+,a++n);
for(int i=;i<=m;i++)
{
ans=;
for(int j=;j<=n;j++)
{
if(a[j]==)
continue;
if(a[j]-ans*d>=l || (a[j]-ans*d< && l==))
ans++,s++,a[j]=;
}
}
printf("%d",s);
return ;
}

USACO Cow Cars的更多相关文章

  1. 1623: [Usaco2008 Open]Cow Cars 奶牛飞车

    1623: [Usaco2008 Open]Cow Cars 奶牛飞车 Time Limit: 5 Sec  Memory Limit: 64 MBSubmit: 291  Solved: 201[S ...

  2. bzoj1623 / P2909 [USACO08OPEN]牛的车Cow Cars

    P2909 [USACO08OPEN]牛的车Cow Cars 显然的贪心. 按速度从小到大排序.然后找车最少的车道,查询是否能填充进去. #include<iostream> #inclu ...

  3. bzoj 1623: [Usaco2008 Open]Cow Cars 奶牛飞车

    1623: [Usaco2008 Open]Cow Cars 奶牛飞车 Time Limit: 5 Sec  Memory Limit: 64 MBSubmit: 325  Solved: 223[S ...

  4. [USACO08OPEN]牛的车Cow Cars

    题目描述 N (1 <= N <= 50,000) cows conveniently numbered 1..N are driving in separate cars along a ...

  5. USACO Cow Contest

    洛谷 P2419 [USACO08JAN]牛大赛Cow Contest https://www.luogu.org/problemnew/show/P2419 JDOJ 2554: USACO 200 ...

  6. USACO Cow Frisbee Team

    洛谷 P2946 [USACO09MAR]牛飞盘队Cow Frisbee Team 洛谷传送门 JDOJ 2632: USACO 2009 Mar Silver 2.Cow Frisbee Team ...

  7. 【BZOJ1623】 [Usaco2008 Open]Cow Cars 奶牛飞车 贪心

    SB贪心,一开始还想着用二分,看了眼黄学长的blog,发现自己SB了... 最小道路=已选取的奶牛/道路总数. #include <iostream> #include <cstdi ...

  8. bzoj1623 [Usaco2008 Open]Cow Cars 奶牛飞车

    Description   编号为1到N的N只奶牛正各自驾着车打算在牛德比亚的高速公路上飞驰.高速公路有M(1≤M≤N)条车道.奶牛i有一个自己的车速上限Si(l≤Si≤1,000,000).     ...

  9. BZOJ——1623: [Usaco2008 Open]Cow Cars 奶牛飞车

    http://www.lydsy.com/JudgeOnline/problem.php?id=1623 Time Limit: 5 Sec  Memory Limit: 64 MBSubmit: 6 ...

随机推荐

  1. 7.Go-用户信息和系统文件/目录

    7.1.获取操作系统用户信息 (1)os包及子包功能 os/exec包,负责执行外部命令 os/singal对输入信息的访问 os/user通过名次或ID 查询用户账号 (2)在os/user中提供了 ...

  2. 【CF525E】Anya and Cubes(meet in middle)

    点此看题面 大致题意: 在\(n\)个数中选任意个数,并使其中至多\(k\)个数\(x_i\)变为\(x_i!\),求使这些数和为\(S\)的方案数. \(meet\ in\ middle\) 这应该 ...

  3. P2按要求补全表达式

    ---恢复内容开始--- #include<stdio.h> int main () {   int x; printf("输入一个整数"); scanf(" ...

  4. Deepin安装与配置

    前言 今年参加CSP-S时仍不太习惯系统,深究其原因,我之前一直是一种应试的心态去学习Linux,学习的大多操作只是为了应试,而非为了"生存"下来,只有能完全摆脱Windows,在 ...

  5. golang--单元测试综合实例

    实例说明: (1)一个Monster结构体,字段Name,Age,Skill (2)Monster有一个Store方法,可以将一个Monster对象序列化后保存在文件中: (3)Monster有一个R ...

  6. fiddler抓包-7-C端弱网测试

    前言大家平时也会发现我们有时候在地铁.高铁.电梯等等某个时候网络信号比较差导致网络延迟较大,这时是否有友好提示呢?甚至有可能发生崩溃等等...所以我们是可以通过fiddler来对web.APP.PC客 ...

  7. k8s服务器内核参数调整

    1. net.bridge.bridge-nf-call-iptables = 1net.bridge.bridge-nf-call-arptables = 1net.bridge.bridge-nf ...

  8. Logstash:把MySQL数据导入到Elasticsearch中

    Logstash:把MySQL数据导入到Elasticsearch中 前提条件 需要安装好Elasticsearch及Kibana. MySQL安装 根据不同的操作系统我们分别对MySQL进行安装.我 ...

  9. linq,sqlmethods,like

    LINQ to SQL will translate .NET methods in this manner: text.StartsWith(...) = LIKE ...% text.Contai ...

  10. QGIS中查看PostGIS空间数据库中的影像

    在QGIS中的Browser中是无法显示PostGIS空间数据库中的影像 要找到影像显示打开"Database" –> "DB Manager" 右击-- ...