-
#include "stdafx.h"
-
#include "iostream"
-
#include "cstring"
-
#include "string"
-
using namespace std;
-
int a,b,c,d;
-
int main()
-
{for (c=0;c>=0;c++) //此处可用替换为while(1)
-
{cin>>d;
-
if(d==0)
-
break;
-
if(d%2==0)
-
a=a+d;
-
if(d%2==1)
-
b=b+d;
-
}
-
cout<<"奇数和: "<<b<<endl;
-
cout<<"偶数和:"<<a<<endl;
-
}
-
也可以用do while来写:
#include "stdafx.h"
#include "iostream"
#include "cstring"
#include "string"
using namespace std;
int a,b,c,d;
int main()
{do
{
cin>>d;
if(d==0)
break;
if(d%2==0)
a=a+d;
if(d%2==1)
b=b+d;
}
while(d!=0);
cout<<"奇数和: "<<b<<endl;
cout<<"偶数和:"<<a<<endl;
}
输出结果:
![](data:image/png;base64,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)
这是一道2018年奥赛初赛题,知识点在于乘方和取余。