题目

aaarticlea/png;base64,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" alt="" />

解决代码及点评


#include <stdio.h>
#include <stdlib.h>
/*
写一函数将字符数组s1中的全部字符复制到字符数组s2中,不用strcpy函数。
*/
void f67(char s1[27], char s2[27])
{
for(int i=0;i<27;i++) // 循环得将每个字母拷贝到另外一个字符串
{
s2[i]=s1[i];
printf("%c ",s2[i]);
}
}
void main()
{
char *s1="abcdefghijklmnopqurstuvwxyz";
char s2[27];
f67(s1,s2);
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

aaarticlea/png;base64,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" alt="" />




基于visual Studio2013解决C语言竞赛题之0607strcpy的更多相关文章

  1. 基于visual Studio2013解决C语言竞赛题之0401阶乘

      题目 解决代码及点评 这个是一道经典的教科书题目,基本上每本基础的c/c++语言教科书都会有这个题目 用来演示循环语句 #include <stdio.h> #include ...

  2. 基于visual Studio2013解决C语言竞赛题之0205位数求和

     题目

  3. 基于visual Studio2013解决C语言竞赛题之0201温度转换

    题目 解决代码及点评 #include <stdio.h> #include <stdlib.h> void main() { float f; float c; float ...

  4. 基于visual Studio2013解决C语言竞赛题之0409 100以内素数

       题目 解决代码及点评 在已经知道素数是怎么判断的基础上,增加循环,可以判断出100以内的素数 /******************************************* ...

  5. 基于visual Studio2013解决C语言竞赛题之0408素数

      题目 解决代码及点评 判断一个数是不是素数的方法,一般是看n是不是能被n以内的某个整数(1除外)整除 为了提高效率,这个整数范围一般缩小到n的平方根 如果在这个范围内的整数都不能整除,那么 ...

  6. 基于visual Studio2013解决C语言竞赛题之0407最大值最小值

      题目 解决代码及点评 这道题考察循环和比较 /*********************************************************************** ...

  7. 基于visual Studio2013解决C语言竞赛题之0406数列求和

      题目 解决代码及点评 这个题目,还是考察for循环的使用 以及数列规律,该数列的特点是第n个分子 = 第n-1个分子 + 第n-2个分子,分母也是此规律 而另外一个规律是第n个分子和第n- ...

  8. 基于visual Studio2013解决C语言竞赛题之0405阶乘求和

      题目 解决代码及点评 这道题和上一道题类似,第n个累加项 = n-1累加项的n倍 由于有这个规律,我们可以用一个for循环实现 但是例子代码并没有这么做,大家可以回去修改下代码,使得代码更 ...

  9. 基于visual Studio2013解决C语言竞赛题之0404循环求和

      题目 解决代码及点评 这道题考验for循环和一个简单的算法 因为每次累加的值有规律,后面一次累加是前面一次累加的两倍 所以可以用简单的循环,计算累加项和累加结果 /************ ...

随机推荐

  1. BI系统的应用组织思路与数据分析模式

    BI商业智能软件一般都会提供若干数据整合.数据查询.分析与评价.数据可视化及数据分享的手段,但是在BI项目的构建与实施过程中,如果不按照一定的应用组织思路.数据分析模式及分析流程使用这些工具或手段,呈 ...

  2. C#中Cache用法

    C#中Cache用法     Cache 是分配在服务器上的一个公共的内存片,所谓公共指的cache只要一创建是任何一个客户端浏览器都可以通过后台代码访问到它,它面向的是所有用户,相对而言sessio ...

  3. Node.js入门-Node.js 介绍

    Node.js 是什么 Node.js 不是一种独立的语言,与 PHP,Python 等"既是语言优势平台"不同,它也不是一个 JavaScrip 框架,不同于 CakePHP,D ...

  4. TextBox控件只允许输入出生日期,并验证年龄不得小于18岁

    1.Body tag <form id="form1" runat="server"> <div> <asp:Label ID=& ...

  5. Oracle游标-循环查询表中数据(表名),并执行

    Oralce 表中存有一个字段,该字段存储表名,要把该表中的所有表名查询出来(即表名结果集),且执行结果集from 表名结果集: declare v_ccount ); --定义一个游标变量 curs ...

  6. js得到分页栏

    自己写的,感觉返回html代码蠢蠢的,但是新手并不知道怎么写更好的,感觉这样子也蛮简单.记录下来,以后来越改越好. //获得分页栏.注意indexSize为奇数,这样也比较好看 //totalNum: ...

  7. iOS内存管理 ARC与MRC

    想驾驭一门语言,首先要掌握它的内存管理特性.iOS开发经历了MRC到ARC的过程,下面就记录一下本人对iOS内存管理方面的一些理解. 说到iOS开发,肯定离不开objective-c语言(以下简称OC ...

  8. qnx:从API开始理解QNX -- 消息传递

    从API开始理解QNX -- 消息传递    http://www.openqnx.com/chinese/viewtopic.php?f=5&t=2161 1. 频道与连接    Chann ...

  9. 将一个数转化为二进制后,求其中1的个数 C++

    #include <iostream>using namespace std;int func(int x){ int count=0; while(x) { x=x&(x-1); ...

  10. mina教程

    关于mina介绍这里不做阐述..... 我们先做一个关于mina的helloworld 首先先下载mina包:http://mina.apache.org/ (如果你已经下载,此步骤忽略) 下载下来以 ...