南邮 OJ 1199 B_Conversions
来源:互联网 发布:电气工程制图软件 编辑:程序博客网 时间:2024/06/13 08:17
B_Conversions
总提交 : 47 测试通过 : 22
比赛描述
Conversion between the metric and English measurement systems is relatively simple. Often, it involves either multiplying or dividing by a constant. You must write a program that converts between the following units:
输入
The first line of input contains a single integer N, (1 ≤ N ≤ 1000) which is the number of datasets that follow.
Each dataset consists of a single line of input containing a floating point (double precision) number, a space and the unit specification for the measurement to be converted. The unit specification is one of kg, lb, l, or g referring to kilograms, pounds, liters and gallons respectively.
输出
For each dataset, you should generate one line of output with the following values: The dataset number as a decimal integer (start counting at one), a space, and the appropriately converted value rounded to 4 decimal places, a space and the unit specification for the converted value.
样例输入
5
1 kg
2 l
7 lb
3.5 g
0 l
样例输出
1 2.2046 lb
2 0.5284 g
3 3.1752 kg
4 13.2489 l
5 0.0000 g
题目来源
Greater New York Region 2007
#include<iostream>#include<iomanip>#include<string>using namespace std;int main(){int N,i;double d;string s;cin>>N;cout<<fixed<<setprecision(4);for(i=1;i<=N;i++){cin>>d>>s;cout<<i<<' ';if("kg"==s){cout<<d*2.2046<<" lb"<<endl;}else if("lb"==s){cout<<d*0.4536<<" kg"<<endl;}else if("l"==s){cout<<d*0.2642<<" g"<<endl;}else if("g"==s){cout<<d*3.7854<<" l"<<endl;}}}
- 南邮 OJ 1199 B_Conversions
- 南邮OJ B题
- 南邮OJ C题
- 南邮OJ D题
- 南邮oj题型
- 南邮 OJ 1002 求最值
- 南邮 OJ 1027 Quicksum
- 南邮 OJ 1053 恶魔城
- 南邮 OJ 1056 地道
- 南邮 OJ 1073 成绩排名
- 南邮 OJ 1098 Rails
- 南邮 OJ 1105 Game
- 南邮 OJ 1124 Hotel
- 南邮 OJ 1125 Substring
- 南邮 OJ 1126 GCD
- 南邮 OJ 1127 Stick
- 南邮 OJ 1135 Missile
- 南邮 OJ 1154 message
- LeetCode237——Delete Node in a Linked List
- Android基础之横竖屏切换时Activity的生命周期
- poj 3620 Avoid The Lakes
- Heap Spray原理浅析
- 给定入栈顺序,求解出栈顺序
- 南邮 OJ 1199 B_Conversions
- linux上ln命令详细说明
- Json数据的解析
- Android学习笔记——HelloWorld
- Android Download机制详解
- JavaScript自增、自减运算符与表达式语法
- assert()函数用法总结
- git rebase简介(基本篇)
- iOS开发之UIImage等比缩放