课后习题第一课
课后习题第一课跟着打完了以后报错3个地方，怎么找都找不到问题所在，大佬救救命data:image/png;base64,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#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 %1d 行代码! \n\n", total);
system("pause");
return 0;
}
两个位置
char thepath, target;
strcpy(thepath, path);
第一个是没加分号
第二个拼写不对，你写成了大写P,thePath
可能都是故意留坑给你们踩的 大马强 发表于 2021-8-10 17:11
第一个是没加分号
第二个拼写不对，你写成了大写P,thePath
可能都是故意留坑给你们踩的
555谢谢大佬 大马强 发表于 2021-8-10 17:09
两个位置
这是怎么做到的代码前面带数字 13395984430 发表于 2021-8-10 17:30
这是怎么做到的代码前面带数字
啥意思？ 论坛发帖姿势 大马强 发表于 2021-8-10 17:41
论坛发帖姿势
好的，谢谢大佬
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