11 solutions

  • 4
    @ 2024-7-10 20:25:48
    #include <bits/stdc++.h>
    using namespace std;
    long long roll(int n){
    	if (n == 1){
    		return 1;
    	}else{
    		return roll(n - 1) * n;
    	}
    }
    int main(int argc, char **argv){
    	double s = 1.0;int n;
    	cin >> n;
    	for (int i = 1;i <= n;i++){
    		s += 1.0 / roll(i);
    	}
    	printf("%.10f",s);
    	return 0;
    }
    
    • 3
      @ 2024-1-27 11:36:59
      #include<iostream>
      #include<iomanip>
      using namespace std;
      long double e=1,n,a=1;
      int main(){
      	cin>>n;
      	for(double i=1;i<=n;i++){
      		for(int j=1;j<=i;j++) a*=j;
      		e+=(1/a);
      		a=1;
      	}
      	cout<<fixed<<setprecision(10)<<e<<"\n";
              return 0;
      }
      

      直接字符串输出

      • @ 2024-6-8 9:10:07

        字符串输出不行,因为要四舍五入

    • 1
      @ 2024-1-6 21:40:03

      water

      #include<iostream>
      using namespace std;
      double e(int x)//递归函数
      {
      	if(x<=1)
      	{
      		return 1;//返回
      	}
      	return x*e(x-1);//递归
      }
      int main()
      {
      	int a;
      	cin>>a;//输入
      	double s=1;
      	for(int i=1;i<=a;i++)
      	{
      		s+=1.0/e(i);//分数
      	}
      	printf("%.10lf",s);//保留10位输出
          return 0;
      }
      
      • 0
        @ 2025-1-28 17:30:36
        #include<bits/stdc++.h>
        using namespace std;
        short n,j;
        double sum=1,e;
        int main(){
           cin>>n;
           for(int i=1;i<=n;i++){
              sum*=i;
              e+=1/sum;
           }
           e++;
           printf("%.10lf",e);
           return 0;
        }
        
        • 0
          @ 2024-7-24 18:56:37

          15!=1,307,674,368,000很明显int不够存了,阶乘、指数这种运算尤其需要注意数据范围

          隐式数据类型转换

          C在以下四种类型中会进行隐式转换:

          1. 算术运算符中,低类型转换为高类型
          
                (1)有符号的和无符号的计算,会优先转换为无符号类型。
          
                  (2)其他转换规则如下:![](data:image/jpeg;base64,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)
          

          易错

          2. 赋值表达式中,右边的值自动隐式转换为左边变量的类型,并赋值
          
            3. 函数调用参数传递,系统隐式将实参转换为形参的值
          
            4. 函数有返回值,系统隐式返回表达式类型转换为返回值类型
          
          • @ 2024-9-3 18:52:52

            int不够时可以用double或long double

          • @ 2024-9-24 21:04:00

            目标优化时空复杂度!如果没有多次查询随机无序中间结果,可以不用数组记忆化

            
            #include<bits/stdc++.h>
            using namespace std;
            double e=0;
            int main() {
            	int n;
            	cin>>n;
            	for(long long i=1,t=1;i<n+1;++i) t=t×i,e+=1/t;
            	printf("%.10lf",e+1);
            	return 0;
            }
            
        • 0
          @ 2024-7-11 17:25:59

          #include #include using namespace std; int main(){ int n; double sum=1,s=1; cin>>n; for(int i=1;i<=n;i++){ s=s*(1.0/i); sum+=s; } cout<<fixed<<setprecision(10)<<sum; return 0; }

          • 0
            @ 2023-9-22 18:52:06
            #include <bits/stdc++.h>
            using namespace std;
            long long roll(int n){
            	if (n == 1){
            		return 1;
            	}else{
            		return roll(n - 1) * n;
            	}
            }
            int main(int argc, char **argv){
            	double s = 1.0;int n;
            	cin >> n;
            	for (int i = 1;i <= n;i++){
            		s += 1.0 / roll(i);
            	}
            	printf("%.10f",s);
            	return 0;
            }
            
            • -1
              @ 2024-8-2 11:58:13
              #include<bits/stdc++.h>
              using namespace std;
              double js(int);
              double js(int m)
              {
              	double s=1;
              	for(int p=1;p<m+1;++p) s*=p;
              	return 1/s;
              }
              int main() {
              	int n;
              	double e=0;
              	cin>>n;
              	for(int i=1;i<n+1;++i) e+=js(i);
              	cout<<fixed<<setprecision(10)<<1+e;
              	return 0;
              }
              
              • -1
                @ 2023-10-5 16:19:23

                #include #include using namespace std; int n; long double c=0,b=1; int main(){ cout<<setprecision(10)<<fixed; cin>>n; for(int i=1;i<=n+1;i++){ b=1/b; c=c+b; b=1; for(int j=1;j<=i;j++){ b=b*j; } } cout<<c; return 0; }

                • -1
                  @ 2023-9-19 23:14:55

                  #include<bits/stdc++.h> using namespace std; int main(){ double n,b,n1=1; cin>>n; for(int i=1;i<=n;i++){ b=1; for(int j=1;j<=i;j++){ b=b*j; } b=1/b; n1=n1+b; b=0; } printf("%.10f",n1); }

                  • -2
                    @ 2023-10-5 15:55:58

                    #include #include using namespace std; int n; long double c=0,b=1; int main(){ cout<<setprecision(10)<<fixed; cin>>n; for(int i=1;i<=n+1;i++){ b=1/b; c=c+b; b=1; for(int j=1;j<=i;j++){ b=b*j; } } cout<<c; return 0; }

                    • 1

                    Information

                    ID
                    583
                    Time
                    1000ms
                    Memory
                    256MiB
                    Difficulty
                    5
                    Tags
                    # Submissions
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                    Accepted
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