基于visual Studio2013解决C语言竞赛题之0603打印素数

时间:2023-03-09 08:55:11
基于visual Studio2013解决C语言竞赛题之0603打印素数
基于visual Studio2013解决C语言竞赛题之0603打印素数

题目

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" 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解决代码及点评


/*
功能:打印出3到1100之间的全部素数(判素数由函数实现 */ #include<stdio.h>
#include<stdlib.h>
#include<math.h> int judgPri(int); //判断参数是否为素数,是返回1,否返回0 void main()
{
for (int i = 3; i < 1100; i++){ //遍历3---1100
int flag = judgPri(i); // 判断是否素数
if (flag == 1)
printf("%-6d\n",i); // 如果是素数则打印
}
system("pause");
} int judgPri(int n){
int flag = 1;
if (n == 2 || n == 3){
return 1;
}
else{
for (int i = 2; i <= (int)sqrt((double)n); i++){
if (n%i == 0){
return 0; //如果因数跳出循环,返回0
}
}
}
return flag;
}

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

基于visual Studio2013解决C语言竞赛题之0603打印素数

2)选择工程

基于visual Studio2013解决C语言竞赛题之0603打印素数

3)创建完工程如下图:

基于visual Studio2013解决C语言竞赛题之0603打印素数

4)增加文件,右键点击项目

基于visual Studio2013解决C语言竞赛题之0603打印素数

5)在弹出菜单里做以下选择

基于visual Studio2013解决C语言竞赛题之0603打印素数

6)添加文件

基于visual Studio2013解决C语言竞赛题之0603打印素数

7)拷贝代码与运行

基于visual Studio2013解决C语言竞赛题之0603打印素数

程序运行结果

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" 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