基于visual Studio2013解决C语言竞赛题之0704字符串长度

时间:2023-03-09 16:43:38
基于visual Studio2013解决C语言竞赛题之0704字符串长度
基于visual Studio2013解决C语言竞赛题之0704字符串长度

题目

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" alt="" />

解决代码及点评


/************************************************************************/
/*
4、 写一函数,求一个字符串的长度。在main函数中输入字符串,并输出其长度。 */
/************************************************************************/
#include <stdio.h>
#include <stdlib.h>
#include <math.h>
#include <string.h> int MyLenthA4(char * p)
{
int num=0;
if (p==NULL)
{
return 0; // 空串返回0
}
else
{
while(*p!='\0') // 用while循环计数
{
num++;
p++;
}
}
return num;
} void main()
{ char p[]="sadhghasdwlg";
printf(" 字符串长度为%d",MyLenthA4(p));
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

基于visual Studio2013解决C语言竞赛题之0704字符串长度

2)选择工程

基于visual Studio2013解决C语言竞赛题之0704字符串长度

3)创建完工程如下图:

基于visual Studio2013解决C语言竞赛题之0704字符串长度

4)增加文件,右键点击项目

基于visual Studio2013解决C语言竞赛题之0704字符串长度

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0704字符串长度

6)添加文件

基于visual Studio2013解决C语言竞赛题之0704字符串长度

7)拷贝代码与运行

基于visual Studio2013解决C语言竞赛题之0704字符串长度

程序运行结果

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" 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