1. 题目描述

Problem Statement

  You are playing a game called Slime Tycoon.You will be selling Slimonades in this game, and your goal is to sell as many as you can.

The game will consist of N game days, numbered 0 through N-1 in order.You are given two vector <int>s morning and customers with N elements each, and an int
stale_limit.These represent constraints on how many Slimonades you can produce and sell, as explained below.



In each game day, three things happen, in the following order:

  • Early in the morning of day i: All Slimonades that were produced stale_limit days ago (i.e., on day i-stale_limit) go stale. You cannot sell stale Slimonades, you must throw them away immediately.
  • During day i: You can produce at most morning[i] new Slimonades. (Formally, you choose an integer X between 0 and
    morning[i], inclusive, and produce X Slimonades.)
  • In the evening of day i: You can sell at most customers[i] Slimonades. (That is, if you have at mostcustomers[i] Slimonades, you sell all of them. Otherwise, you sell exactly customers[i] Slimonades. In
    that case, you get to choose which Slimonades you sell and which ones you keep for later days.)

What is the maximum total number of Slimonades that you can sell during these N days?

Definition

 
Class: SlimeXSlimonadeTycoon
Method: sell
Parameters: vector <int>, vector <int>, int
Returns: int
Method signature: int sell(vector <int> morning, vector <int> customers, int stale_limit)
(be sure your method is public)

Limits

 
Time limit (s): 2.000
Memory limit (MB): 256

Constraints

- morning will contain between 2 and 50 elements, inclusive.
- Each element of morning will be between 0 and 10000, inclusive.
- customers will contain the same number of elements as
morning
.
- Each element of customers will be between 0 and 10000, inclusive.
- stale_limit will be between 1 and N, inclusive.

Examples

 
{5, 1, 1}
{1, 2, 3}
2
Returns: 5
Here's one optimal solution.

  • Day 0: We produce 4 Slimonades, then sell 1 of them.
  • Day 1: We produce 1 Slimonade (so now we have 4). In the evening, we sell two of the Slimonades that were made yesterday.
  • Day 2: We still have one Slimonade that was made on day 0. It goes stale and we throw it away. We produce one more Slimonade. In the evening, we sell 2 Slimonades (the one made yesterday and the one made today).

2. 分析

采用如下的策略,每天尽可能多地生产,并且优先卖生产日期久的。。采用一个队列。。

3. 代码

class SlimeXSlimonadeTycoon
{
public:
int sell(vector <int> morning, vector <int> customers, int stale_limit)
{
if(morning.empty()) return 0; int que[100000];
int front = 0, rear = 0;
int count(0);
for(int i=0; i<morning.size(); ++i)
{
if(front - rear == stale_limit) ++rear;
que[front++] = morning[i]; while(rear < front && customers[i] > 0)
{
if(que[rear] > customers[i]){
count += customers[i];
que[rear] -= customers[i];
break;
}
else{
count += que[rear];
customers[i] -= que[rear];
++rear;
}
}
}
return int(count) ;
}
};

TopCoder----卖柠檬的更多相关文章

  1. JS—实现拖拽

    JS中的拖拽示例:    1)实现拖拽思路:当鼠标按下和拖拽过程中,鼠标与拖拽物体之间的相对距离保持不变    2)实现拖拽遇到的问题:        问题1:当鼠标按下移动过快时,离开了拖拽的物体时 ...

  2. 怎么让猫吃辣椒 转载自 xiaotie

    典故: 某日,毛.周.刘三人聊天. 毛:怎么能让猫自愿吃辣椒? 刘:掐着脖子灌. 毛:强迫不是自愿. 周: 先饿几天,再混到猫爱吃的东西里. 毛:欺骗不是自愿.把辣椒涂到猫肛门上,它就会自己去舔了. ...

  3. 【LeetCode】860. Lemonade Change 解题报告(Python)

    作者: 负雪明烛 id: fuxuemingzhu 个人博客: http://fuxuemingzhu.cn/ 目录 题目描述 题目大意 解题方法 日期 题目地址:https://leetcode.c ...

  4. [LeetCode] Lemonade Change 买柠檬找零

    At a lemonade stand, each lemonade costs $5.  Customers are standing in a queue to buy from you, and ...

  5. 如何一步一步用DDD设计一个电商网站(四)—— 把商品卖给用户

    阅读目录 前言 怎么卖 领域服务的使用 回到现实 结语 一.前言 上篇中我们讲述了“把商品卖给用户”中的商品和用户的初步设计.现在把剩余的“卖”这个动作给做了.这里提醒一下,正常情况下,我们的每一步业 ...

  6. Java多线程卖票例子

    package com.test; public class SaleTickets implements Runnable { private int ticketCount = 10;// 总的票 ...

  7. TopCoder kawigiEdit插件配置

    kawigiEdit插件可以提高 TopCoder编译,提交效率,可以管理保存每次SRM的代码. kawigiEdit下载地址:http://code.google.com/p/kawigiedit/ ...

  8. 1奶茶店创业成本: 2发饰品加盟店创业成本 3眼镜行业店创业成本 从“程序员转行卖烧饼”想到IT人创业

    总结: -------奶茶店创业成本: 而这个奶茶店初期投资是:3万元加盟费+1万元保证金+8000装修+两万设备(冰柜.展示柜.收银机等等).别说赚钱,什么时候把初期投资赚回来呀! 一个店的利润就是 ...

  9. 记第一次TopCoder, 练习SRM 583 div2 250

    今天第一次做topcoder,没有比赛,所以找的最新一期的SRM练习,做了第一道题. 题目大意是说 给一个数字字符串,任意交换两位,使数字变为最小,不能有前导0. 看到题目以后,先想到的找规律,发现要 ...

  10. TopCoder比赛总结表

    TopCoder                        250                              500                                 ...

随机推荐

  1. LR11启动卡修改

    LR11启动卡修改 C:\Windows\Microsoft.NET\Framework\v2.0.50727\CONFIG\machine.config <runtime>改为<r ...

  2. C++全局和静态变量初始化

    转自:http://www.cnblogs.com/zhenjing/archive/2010/10/15/1852116.html 对于C语言的全局和静态变量,不管是否被初始化,其内存空间都是全局的 ...

  3. C#单独启动进程的几种方式

    本文实例讲述了C#启动进程的几种常用方法.分享给大家供大家参考.具体如下: 1.启动子进程,不等待子进程结束 private void simpleRun_Click(object sender, S ...

  4. 理解JS回调函数

    我们经常会用到客户端与Web项目结合开发的需求,那么这样就会涉及到在客户端执行前台动态脚本函数,也就是函数回调,本文举例来说明回调函数的过程. 首先创建了一个Web项目,很简单的一个页面,只有一个bu ...

  5. 深入浅出设计模式——策略模式(Strategy Pattern)

    模式动机 完成一项任务,往往可以有多种不同的方式,每一种方式称为一个策略,我们可以根据环境或者条件的不同选择不同的策略来完成该项任务.在软件开发中也常常遇到类似的情况,实现某一个功能有多个途径,此时可 ...

  6. iOS - Xcode 插件

    Xcode 插件 Xcode 插件安装目录: ~/library/Application Support/Developer/Shared/Xcode/Plug-ins Xcode 插件大全 http ...

  7. webform简单控件

    表单元素: 文本类: text password textarea hidden text,password,textarea实现控件:textbox   textmode属性选择password或m ...

  8. kd tree学习笔记 (最近邻域查询)

    https://zhuanlan.zhihu.com/p/22557068 http://blog.csdn.net/zhjchengfeng5/article/details/7855241 KD树 ...

  9. CentOS 7系统挂载NTFS分区的移动硬盘(转载及体验 CentOS6.5系统挂载NTFS分区的移动硬盘)

    作为IT的工作者,避免不了使用Linux系统,我比较喜欢CentOS,为了锻炼自己对CentOS的熟练操作,就把自己的笔记本装了CentOS,强制自己使用,使自己在平时的工作中逐渐掌握Linux的学习 ...

  10. window打开服务的dos命令

    window打开服务的dos命令   “开始”---> “运行”输入以下命令,或者Win + R,输入以下命令 对我比较有用的几个: 10. notepad--------打开记事本  31. ...