题目
aaarticlea/png;base64,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" alt="" />
解决代码及点评
#include <stdio.h>
#include <stdlib.h>
void main()
{
int num; // 剩余位数
int sum=0; // 总和变量，最后求和的结果在此
printf("please input num\n");
scanf_s("%d",&num); // 输入数值 while (num) // 当剩余位数大于0
{
sum+=num%10; // 那么剩余位数对10进行取模，比如123对10进行取模，则得到3，并且将位数累加到sum
num/=10; // 加完之后，剩余位数除10得到剩余位数，比如123/10，在c语言里得到的结果是12
}
printf("各个位上数字之和为:%d",sum); // 输出结果
system("pause");
}
代码下载及其运行
代码下载链接：
http://download.****.net/detail/yincheng01/6640529
解压密码为c.itcast.cn
下载解压后用VS2013打开工程文件 0201.vcxproj
点击 “本地Windows调试器” 执行
程序运行结果
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" 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等待用户输入整数，比如输入549
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" 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