基于visual Studio2013解决C语言竞赛题之0524职工年龄



题目

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解决代码及点评

/************************************************************************/
/*
24．	统计一个单位职工的年龄，要求把相同年龄最多的那个年龄找出来
（可能有几个这样的年龄），并统计出现的次数。

*/
/************************************************************************/
#include <stdio.h>
#include <stdlib.h>
#include <math.h>
#include <string.h>
struct ZG
{
	int age;
	int	times;
};

void main()
{
	int arr[20]={0}; // 职工年龄
	bool iss[20]={0};
	struct ZG Szg[20]={0};
	int p=0;
	for (int i=0;i<20;i++)
	{
		arr[i]=rand()%30;  // 给所有职工年龄赋值
	}
	for (int i=0;i<20;i++)
	{
		printf("%5d",arr[i]);  // 输出
	}
	printf("\n");
	for (int i=0;i<20;i++)
	{
		if (iss[i]==1) // iss表示已经处理的数字
		{
			continue;
		}
		int num=0;
		for(int j=0;j<20;j++) //  查找所有和i相同的年龄
		{
			if (arr[i]==arr[j])
			{

				num++;
				iss[j]=1;
			}
		}
		Szg[p].age=arr[i];   // 保存年龄
		Szg[p].times=num;
		p++;

	}
	int	maxtime=0;
	for (int j=0;j<p;j++)  // 查找最大次数
	{
		if (maxtime<Szg[j].times)
		{
			maxtime=Szg[j].times;
		}
	}
	for (int j=0;j<p;j++)  // 打印最大次数
	{
		if (maxtime==Szg[j].times)
		{
			printf("年龄为：%d 次数为%d\n",Szg[j].age,maxtime);
		}
	}

	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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