镇南定北 发表于 2022-9-23 15:52:58

C语言第一课课后作业求助

本帖最后由 镇南定北 于 2022-9-23 20:09 编辑

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

写了两次都是这样{:5_100:}附代码


#include <io.h>
#include <direct.h>
#include <stdio.h>
#include <stdlib.h>
#include <string.h>

#define MAX      256

long total;

int countLines(const char *filename);
void findAllCodes(const char *path);
void findALLFiles(const char *path);

int countLines(const char *filename)
{
        FILE *fp;
        int count=0;
        int temp;
       
        if ((fp=fopen(filename,"r")) == NULL)
        {
                fprintf(stderr, "Can not open the file:%s\n",filename);
                return 0;       
        }
       
        while ((temp = fgetc(fp)) !=EOF)
        {
                if (temp == '\n')
                {
                        count++;
                }
        }
       
        fclose(fp);
       
        return count;
}

void findAllCodes(const char *path)
{
        struct _finddata_t fa;
        long handle;
        char thePath,target;
       
        strcpy(thePath,path);
        if((handle = _findfirst(strcat(thePath,"/*.c"),&fa)) != -1L)
        {
                do
                {
                        sprintf(target,"%s%s",path, fa.name);
                        total += countLines(target);
                }while (_findnext(handle,&fa) == 0);
        }
       
        _findclose(handle);
}

void findALLDirs(const char *path)
{
        struct _finddata_t fa;
        long handle;
        char thePath;
       
        strcpy(thePath,path);
        if((handle = _findfirst(strcat(thePath,"/*"),&fa)) ==-1L)
        {
                fprintf(stderr, "The path %s is wrong!\n",path);
                return;
        }
       
        do
        {
                if (!strcmp(fa.name, ".")|| !strcmp(fa.name, ".."))
                        continue;
                        
                        if(fa.attrib == _A_SUBDIR)
                        {
                                sprintf(thePath, "%s%s", path, fa.name);
                                findAllCodes(thePath);
                                findALLDirs(thePath);
                                }
        }while (_findnext(handle, &fa) == 0);
       
        _findclose(handle);
}

int main()
{
        char path = ".";
       
        printf("计算中...\n");
       
        findAllCodes(path);
        findALLDirs(path);
       
        printf("目前你总共写了 %ld 行代码!\n\n",total);
        system("pause");
       
        return 0;
       
}

镇南定北 发表于 2022-9-23 16:02:51

已经好了

高山 发表于 2022-9-23 18:45:28

好了请尽快删帖或设置最佳答案
不然可能被举报

镇南定北 发表于 2022-9-23 20:00:59

高山 发表于 2022-9-23 18:45
好了请尽快删帖或设置最佳答案
不然可能被举报

怎么删?我不太懂

高山 发表于 2022-9-23 20:02:33

镇南定北 发表于 2022-9-23 20:00
怎么删?我不太懂

两种方法
1、点击编辑,选择分类,选择已解决
2、点击附加选项,点击删除本帖(可能不行)

镇南定北 发表于 2022-9-23 20:07:24

高山 发表于 2022-9-23 20:02
两种方法
1、点击编辑,选择分类,选择已解决
2、点击附加选项,点击删除本帖(可能不行)

能截屏吗?
我找不到
页: [1]
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