题目
aaarticlea/png;base64,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" alt="" />
解决代码及点评
/************************************************************************/
/*
15. 有 N个国家名,要求按字母先后顺序排列(用起泡排序法)后输出 */
/************************************************************************/
#include <stdio.h>
#include <stdlib.h>
#include <math.h>
#include <string.h> void swap15(char *c1,char *c2)
{
char tempc[20];
strcpy_s(tempc,c1);
strcpy_s(c1,sizeof(tempc), c2);
strcpy_s(c2,sizeof(tempc), tempc);
}
void main()
{
const int N=10;
char Cun [N][20]; // 两层数组表示国名
for (int i=0;i<N;i++)
{
gets_s(Cun[i]); // 从键盘获取国名
}
for (int i=0;i<N-1;i++) // 冒泡排序法
{
for (int j=1;j<N-i;j++)
{
if (strcmp( Cun[j],Cun[j-1])<0) // 使用strcmp来比较字符串
{
swap15(Cun[j],Cun[j-1]); // 条件成立则交换
}
}
}
for (int i=0;i<N;i++) // 打印新的国名顺序
{
puts(Cun[i]);
}
system("pause");
}
代码编译以及运行
由于资源上传太多,资源频道经常被锁定无法上传资源,同学们可以打开VS2013自己创建工程,步骤如下:
1)新建工程
2)选择工程
3)创建完工程如下图:
4)增加文件,右键点击项目
5)在弹出菜单里做以下选择
6)添加文件
7)拷贝代码与运行
程序运行结果
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" 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