P - Shopaholic

Time Limit:2000MS     Memory Limit:65536KB     64bit IO Format:%lld
& %llu

Description

Lindsay is a shopaholic. Whenever there is a discount of the kind where you can buy three items and only pay for two, she goes completely mad and feels a need to buy all items in the store. You have given up on curing her for this disease, but try to limit
its effect on her wallet.

You have realized that the stores coming with these offers are quite selective when it comes to which items you get for free; it is always the cheapest ones. As an example, when your friend comes to the counter with seven items, costing 400, 350, 300, 250,
200, 150, and 100 dollars, she will have to pay 1500 dollars. In this case she got a discount of 250 dollars. You realize that if she goes to the counter three times, she might get a bigger discount. E.g. if she goes with the items that costs 400, 300 and
250, she will get a discount of 250 the first round. The next round she brings the item that costs 150 giving no extra discount, but the third round she takes the last items that costs 350, 200 and 100 giving a discount of an additional 100 dollars, adding
up to a total discount of 350.

Your job is to find the maximum discount Lindsay can get.

Input

The first line of input gives the number of test scenarios, 1 <= t <= 20. Each scenario consists of two lines of input. The first gives the number of items Lindsay is buying, 1 <= n <= 20000. The next line gives the prices of these items,
1 <= pi <= 20000.

Output

For each scenario, output one line giving the maximum discount Lindsay can get by selectively choosing which items she brings to the counter at the same time.

Sample Input

1

6

400 100 200 350 300 250

Sample Output

400

my answer:

#include<iostream>
#include<algorithm>
#include<cmath>
using namespace std;
bool cmp(int a,int b)
{
return a>b;
}
int main()
{
int T,n;
cin>>T;
while(T--)
{
cin>>n;
int a[20002];
for(int i=0;i!=n;i++){
cin>>a[i];
}
sort(a,a+n,cmp);
if(n>=3){
int i=2,sum=0;
for(;i<n;i+=3){
sum+=a[i];
}
cout<<sum<<endl;
}
else
cout<<0<<endl;
}
return 0;
}

P - Shopaholic的更多相关文章

  1. HDOJ(HDU) 1678 Shopaholic

    Problem Description Lindsay is a shopaholic. Whenever there is a discount of the kind where you can ...

  2. 1438. Shopaholic

    Constraints Time Limit: 1 secs, Memory Limit: 32 MB Description Lindsay is a shopaholic. Whenever th ...

  3. ZOJ 2883 Shopaholic【贪心】

    解题思路:给出n件物品,每买三件,折扣为这三件里面最便宜的那一件即将n件物品的价值按降序排序,依次选择a[3],a[6],a[9]----a[3*k] Shopaholic Time Limit: 2 ...

  4. Zerojudge解题经验交流

    题号:a001: 哈囉 背景知识:输出语句,while not eof 题号:a002: 簡易加法 背景知识:输出语句,while not eof,加法运算 题号:a003: 兩光法師占卜術 背景知识 ...

  5. L1-Day1

    L1-Day11.我是一个网虫.(描述关系)[我的翻译]I am a net worm.[标准答案]I am a webaholic.[对比分析]我的worm是实实在在的虫子,本句话想表达的意思是对网 ...

  6. OJ题解记录计划

    容错声明: ①题目选自https://acm.ecnu.edu.cn/,不再检查题目删改情况 ②所有代码仅代表个人AC提交,不保证解法无误 E0001  A+B Problem First AC: 2 ...

  7. Maximal Discount

    Description: Linda is a shopaholic. Whenever there is a discount of the kind where you can buy three ...

  8. TAE words all

    // vol 1   could do with sth   rhinoplasty   angst   the wee small hours   familial   Munich   gladi ...

随机推荐

  1. 基于jQuery实现的水平和垂直居中的div窗口

    在建立网页布局的时候,我们经常会面临一个问题,就是让一个div实现水平和垂直居中,虽然好几种方式实现,但是今天介绍时我最喜欢的方法,通过css和jQuery实现.   1.通过css实现水平居中: 复 ...

  2. CSS中链接文本为图片时的问题(塌陷、对应的图片建立倒角的问题)

    我在做Javascript DOM编程艺术的时候,在12章自己做练习时遇到了一个问题,<a>的内容<img>从<a>的盒子中溢出.代码如下: <a href= ...

  3. NOIP2012模拟试题 121105【奶牛排队(tahort)

    3.奶牛排队(tahort) [ 问题描述] 奶牛在熊大妈的带领下排成了一条直队. 显然,不同的奶牛身高不一定相同…… 现在,奶牛们想知道,如果找出一些连续的奶牛,要求最左边的奶牛A是最矮的,最右边的 ...

  4. BZOJ 3221: [Codechef FEB13] Obserbing the tree树上询问( 可持久化线段树 + 树链剖分 )

    树链剖分+可持久化线段树....这个一眼可以看出来, 因为可持久化所以写了标记永久化(否则就是区间修改的线段树的持久化..不会), 结果就写挂了, T得飞起...和管理员拿数据调后才发现= = 做法: ...

  5. BZOJ 1396: 识别子串( 后缀数组 + 线段树 )

    这道题各位大神好像都是用后缀自动机做的?.....蒟蒻就秀秀智商写一写后缀数组解法..... 求出Height数组后, 我们枚举每一位当做子串的开头. 如上图(x, y是height值), Heigh ...

  6. Android Spinner 下拉列表

    private Spinner spinner ;         private List<String> list ;         private ArrayAdapter< ...

  7. IP地址、子网掩码和地址分类

    http://blog.csdn.net/bluishglc/article/details/47909593?utm_source=tuicool&utm_medium=referral 实 ...

  8. dropdownlist控件的几个属性selectedIndex、selectedItem、selectedValue、selectedItem.Text、selectedItem.value的区别

    转自http://blog.csdn.net/iqv520/article/details/4419186 1. selectedIndex——指的是dropdownlist中选项的索引,为int,从 ...

  9. Oracle EBS-SQL (BOM-6):检查物料失效但BOM中未失效的数据.sql

    select msi.segment1                   装配件编码 , msi.description                  装配件描述 , msi.item_type ...

  10. MCS-51系统中断优先级的软扩展

    摘要:鉴于MCS-51系统只提供“二级中断嵌套”,提出扩展51系统中断优先级的纯软件方法.其利用51系统内建的中断允许寄存器IE和中断优先级寄存器IP,通过屏蔽字机制来实现:以C51的形式,给出这种扩 ...