题目
aaarticlea/png;base64,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" alt="" />
解决代码及点评
#include <stdio.h>
#include <stdlib.h>
#include <math.h>
void main()
{
double a,b,c;
printf("please input a,b,c like a,b,c\n");
scanf_s("%lf,%lf,%lf",&a,&b,&c); // 通过scanf_s让用户键盘输入值
printf("和为：%.2lf\n",a+b+c); // 通过printf去输出各种结算的结果
printf("平均值为：%.2lf\n",(a+b+c)/3); // 平均值
printf("平方和为：%.2lf\n",a*a+b*b+c*c); // 平方和
printf("平方和开方为：%.2lf\n",sqrt((a*a+b*b+c*c))); // 平方和的开方，注意sqrt是math库的一个函数 system("pause");
}
代码下载及其运行
代码下载链接：
http://download.csdn.net/detail/yincheng01/6640521
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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等待输入3个实数
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" 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