基于visual Studio2013解决C语言竞赛题之0611素数排序







题目

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解决代码及点评

#include <stdio.h>
#include <stdlib.h>
#include <math.h>
/*
	判断整数n是否为质数
	是：返回1
	否：返回0
*/
int isPrimeNum1(int n)
{
	int isPrime = 1;
	if (n == 1)
	{
		return 0;
	}
	for (int i = 2; i <= (int)(sqrt((double)n)); i++)
	{
		if (n % i == 0)
		{
			isPrime  = 0;
			break;
		}
	}
	return isPrime;
}
// 排序采用冒泡进行
void sort1(int *a,int n)
{
	for (int i = 0; i < n - 1; i++)
	{
		for (int j = i + 1; j < n; j++)
		{
			if (a[i] > a[j])
			{
				a[i] = a[i] ^ a[j];
				a[j] = a[i] ^ a[j];
				a[i] = a[i] ^ a[j];
			}
		}
	}
}

void main()
{
	const int N = 20;
	int a[N];
	int index = 0;
	int data;
	for (int i = 0; i< N;i++)
	{
		scanf_s("%d",&data);   // 输入数字
		if (isPrimeNum1(data))  // 判断是否素数，如果是则保存在a数组中
		{
			a[index++] = data;
		}
	}

	sort1(a,index);   // 对a数组进行排序
	for (int i = 0; i < index; i++)  // 打印数组
	{
		printf("%-3d",a[i]);
	}
	printf("\n");
	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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