Problem A

Ecological Premium

Input: standard input

Output: standard output

Time Limit: 1 second

Memory Limit: 32 MB

German farmers are given a premium depending on the conditions at their farmyard. Imagine the following simplified regulation: you know the size of each farmer's farmyard in square meters and the number of animals living at it. We won't make a difference between different animals, although this is far from reality. Moreover you have information about the degree the farmer uses environment-friendly equipment and practices, expressed in a single integer greater than zero. The amount of money a farmer receives can be calculated from these parameters as follows. First you need the space a single animal occupies at an average. This value (in square meters) is then multiplied by the parameter that stands for the farmer's environment-friendliness, resulting in the premium a farmer is paid per animal he owns. To compute the final premium of a farmer just multiply this premium per animal with the number of animals the farmer owns.

Input

The first line of input contains a single positive integer n (<20), the number of test cases. Each test case starts with a line containing a single integer f (0<f<20), the number of farmers in the test case. This line is followed by one line per farmer containing three positive integers each: the size of the farmyard in square meters, the number of animals he owns and the integer value that expresses the farmer’s environment-friendliness. Input is terminated by end of file. No integer in the input is greater than 100000 or less than 0.

Output

For each test case output one line containing a single integer that holds the summed burden for Germany's budget, which will always be a whole number. Do not output any blank lines.

Sample Input

3
5
1 1 1
2 2 2
3 3 3
2 3 4
8 9 2
3
9 1 8
6 12 1
8 1 1
3
10 30 40
9 8 5
100 1000 70

Sample Output

38

86

7445


(The Joint Effort Contest, Problem setter: Frank Hutter)

 #include <stdio.h>
int main()
{
#ifdef CLOCK
freopen("data.in", "r", stdin);
freopen("data.out", "w", stdout);
#endif
int n,i,f,j,sum = ;
int input[];
scanf("%d", &n);
for (i = ; i < n; i++)
{
if (n < )
scanf("%d", &f);
if (f > && f < )
for (j = ; j < f; j++)
{
scanf("%d%d%d", &input[], &input[], &input[]);
sum += (input[] * input[]);
}
printf("%d\n", sum);
sum = ;
}
return ;
}

报告:还是一轮AC,不过用了重定向,以前没发现重定向非常方便去测验,傻傻的一直慢慢输,不过题目还真是一知半解,baidu后才知道大概,英语有待加强。

问题:无

解决:无

UVa OJ 10300的更多相关文章

  1. uva oj 567 - Risk(Floyd算法)

    /* 一张有20个顶点的图上. 依次输入每个点与哪些点直接相连. 并且多次询问两点间,最短需要经过几条路才能从一点到达另一点. bfs 水过 */ #include<iostream> # ...

  2. UVa OJ 194 - Triangle (三角形)

    Time limit: 30.000 seconds限时30.000秒 Problem问题 A triangle is a basic shape of planar geometry. It con ...

  3. UVa OJ 175 - Keywords (关键字)

    Time limit: 3.000 seconds限时3.000秒 Problem问题 Many researchers are faced with an ever increasing numbe ...

  4. UVa OJ 197 - Cube (立方体)

    Time limit: 30.000 seconds限时30.000秒 Problem问题 There was once a 3 by 3 by 3 cube built of 27 smaller ...

  5. UVa OJ 180 - Eeny Meeny

    Time limit: 3.000 seconds限时3.000秒 Problem问题 In darkest <name of continent/island deleted to preve ...

  6. UVa OJ 140 - Bandwidth (带宽)

    Time limit: 3.000 seconds限时3.000秒 Problem问题 Given a graph (V,E) where V is a set of nodes and E is a ...

  7. 548 - Tree (UVa OJ)

    Tree You are to determine the value of the leaf node in a given binary tree that is the terminal nod ...

  8. UVa OJ 10071

    Problem B Back to High School Physics Input: standard input Output: standard output A particle has i ...

  9. UVa OJ 10055

    Problem A Hashmat the brave warrior Input: standard input Output: standard output Hashmat is a brave ...

随机推荐

  1. POJ 1811Prime Test(米勒拉宾素数测试)

    直接套用模板,以后接着用 这里还有一个素因子分解的模板 #include <map> #include <set> #include <stack> #includ ...

  2. AcceptEx与WSAEventSelect和Accept

    (转自论坛的一个帖子http://bbs.csdn.net/topics/280032853) AcceptEx主要用于向完成端口 投递一个或多个的连接请求..当有连接时进来,这里分两种情况: 1.A ...

  3. oracle创建自增长列

    --创建一个新表 /*create table students(stu_id number,stu_name varchar2(20),stu_email varchar2(40),primary ...

  4. My集合框架第五弹 最小堆

    二叉堆(以最小堆为例),其具有结构性质和堆序性质结构性质: 堆是一棵完全的二叉树,一颗高为h的完全二叉树有2^h到2^h-1个节点,高度为log N            而且该结构可以很容易的使用数 ...

  5. UI:这段时间的小总结

    关于 UITAbleView 的重用机制 参考1  参考2   参考3 关于 UITableViewController  的知识来自博客 参考1  参考2  参考3 总结 一个工程的基本框架的规范写 ...

  6. Https如何保证安全

    Https加密安全. SSL加密.   Https和http的区别?Https如何做到安全? HTTPS协议是由SSL+HTTP协议构建的可进行加密传输.身份认证的网络协议. http是普通的超文本文 ...

  7. C#.Net中的非托管代码清理

    帮助其它项目组Review代码过程,发现有些地方实现了IDispose接口,同时也发现了一些关于IDispose的问题: 1.A类型实现了IDispose接口,B类型里面含有A类型的字段,B类型没有实 ...

  8. 在Assertion中获取Response的headers,获取headers中信息,获取body(content)

    // get the  headers of the requestdef content= messageExchange.getResponseContent()def headers = mes ...

  9. 理解C++ static

    1.为什么设计static?考虑下面的需求: 在程序运行过程中,在一个范围内,有一个对象大家共享,而且可以多次使用,状态能够保持,对象的生命周期一直持续到程序运行结束. 2.静态对象要分配在全局数据区 ...

  10. ORCALE用户授权与创建同义词

    创建同义词: DROP public synonym marketmonitor_day; DROP public synonym marketmonitor_month; DROP public s ...