ZxZ. 发表于 2023-7-16 15:17:54

c语习题

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

在/**********Program**********/
   
/**********End**********/中编写程序

#include<stdio.h>
#include<string.h>
#include<math.h>
#include<ctype.h>
#include<stdlib.h>


#define M 800
#define N 900

int validate(int n)
{
    int i,j,k=0,num= {0},size=0;
    do
    {
      num=n%10;
      n=n/10;
      size++;   
    }
    /**********Program**********/




    /**********End**********/
    if(k==1)
      return 1;
    else
      return 0;
}
int prime(int n)
{
    int i;
    for(i=2; i<(int)sqrt(n); i++)
      if(n%i==0)
            return 0;
    return 1;
}

int main()
{
    int i,count=0,n1=0,n2=0;
    for(i=M; i<=N; i++)
    {
      if(validate(i)&&prime(i))
      {
            count++;
            printf("%6d",i);
            if(count%8==0)
            printf("\n");
      }
    }
    printf("\n");
}


sfqxx 发表于 2023-7-17 11:27:14

完整代码如下:#include<stdio.h>
#include<string.h>
#include<math.h>
#include<ctype.h>
#include<stdlib.h>
#define M 800
#define N 900
int validate(int n)
{
    int i,j,k=0,num= {0},size=0;
    do
    {
      num=n%10;
      n=n/10;
      size++;   
    }while(n!=0);
    for(i=0; i<size; i++)
    {
      for(j=i+1; j<size; j++)
      {
            if(num==num)
            {
                k=1;
                break;
            }
      }
      if(k==1)
            break;
    }
    if(k==1)
      return 0;
    else
      return 1;
}
int prime(int n)
{
    int i;
    for(i=2; i<=(int)sqrt(n); i++)
      if(n%i==0)
            return 0;
    return 1;
}
int main()
{
    int i,count=0,n1=0,n2=0;
    for(i=M; i<=N; i++)
    {
      if(validate(i)&&prime(i))
      {
            count++;
            printf("%6d",i);
            if(count%8==0)
                printf("\n");
      }
    }
    printf("\n");
    return 0;
}
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