20200116-输入一个介于0-100之间的整数,求其中含几个5?
题目1:
输入一个介于0-100之间的整数,求其中含几个5?
思路:
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#include "stdafx.h"
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#include "iostream"
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#include "cstring"
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#include "string"
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using namespace std;
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int main()
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{ int a=0;
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cin>>a;
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int res=0;
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int b=to_string(a).length();
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for(int i=0;i<b;i++)
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{
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if ( to_string(a)[i]=='5')
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res++;
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}
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cout<<res<<endl;
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}
运行结果:
题目2:
输入一个介于0-100之间的整数,求从1到这个数(含这个数)共有多少个数含5?
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#include "stdafx.h"
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#include "iostream"
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#include "cstring"
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#include "string"
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using namespace std;
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int a;
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int box;
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int main()
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{cin>>a;
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for(int i=0;i<=a;i++)
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{
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string b=to_string(i);
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if(b.find('5')!=-1)//"5"也行
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{
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box++;
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}
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}
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cout<<box<<endl;
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}
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结果:
![](data:image/png;base64,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)