第十四周 项目2 根据成绩排序或姓名排序输出姓名或成绩问题

/*
*copyright (c) 2014.烟大计算机学院
*All rights reserved.
*文件名称：成绩排序处理
*作者：王争取
*完成日期：2014.11.29
*版 本 号：v1.0
*问题描述：根据成绩排序或姓名排序输出姓名或成绩
*输入描述：每个人对应一门成绩
*程序输出：根据成绩排序或姓名排序输出姓名或成绩
*/
#include <iostream>
#include <string>
using namespace std;

int main()
{
    const int num=8;
    int j,i,t;
    string temp;
    string name[num]= {"zhao","qian","sun","li","zhou","wu","zheng","wang"};
    double score[num] {58,69,87,56,96,78,100,98};
    for(j=0; j<num-1; j++)
        for(i=0; i<num-j-1; i++)
            if(score[i]>score[i+1])
            {
                t=score[i+1];
                score[i+1]=score[i];
                score[i]=t;
                temp=name[i];
                name[i]=name[i+1];
                name[i+1]=temp;
            }
    cout<<"输出按成绩排序后的同学的名单:";
    for(i=0; i<num; i++)
        cout<<name[i]<<" ";
    for(j=0; j<num-1; j++)
        for(i=0; i<num-j-1; i++)
        {
            if(name[i]>name[i+1])
            {
                temp=name[i+1];
                name[i+1]=name[i];
                name[i]=temp;
                t=score[i];
                score[i]=score[i+1];
                score[i+1]=t;
            }
        }
    cout<<endl<<"按名字输出排序后的成绩：";
    for(i=0; i<num; i++)
        cout<<score[i]<<" ";
    return 0;
}

这次主要是要有字符串的比较和字符串的操作

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" 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