C语言找出一个字符串在另一字符串中位置
#include<stdio.h>#include<string.h>
int main()
{
int strLoc(char str1[],char str2[]);
char str1,str2;//str1是所要查找的字符串
int place;
scanf("%s",str1);
scanf("%s",str2);
place=strLoc(str1,str2);
printf("%d\n",place);
}
int strLoc(char str1[],char str2[])
{
int result=-1;
int i,k,l,n1,n2;//n1 n2分别为字符串长度
n1=strlen(str1);
n2=strlen(str2);
for(i=0;i<n2;i++)//分别对两个字符串数组进行循环,找
{
if(str1==str2)
{
for(k=i,l=0;k-i<n1;k++,l++)//i代表str2开始下标,l代表
{
if(str2==str1)result=i+2;
else
{
result=-1;
break;//跳出这次循环,重新在str2中寻找 ?
}
}
}
if(result!=-1)break;
}
return result;
}请问一下大家为什么用scanf输入字符串就会这样啊,我用gets就不会
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
本帖最后由 jackz007 于 2020-12-24 17:20 编辑
如果通过 scanf() 函数输入字符串,则字符串中无法包含空格,所以,改用循环 + getchar() 。当然,用 gets() 也是可以的,只不过需要特别处理字符串末尾的换行符 '\n'。
#include<stdio.h>
int strLoc(char str1[] , char str2[])
{
int i , j , n1 , n2 , result = -1 ;
for(n1 = 0 ; str1 ; n1 ++) ;
for(n2 = 0 ; str2 ; n2 ++) ;
if(n2 <= n1) {
for(i = 0 ; i < n1 - n2 + 1 ; i ++) {
for(j = 0 ; j < n2 ; j ++) if(str1 != str2) break ;
if(j == n2) {
result = i ;
break ;
}
}
}
return result ;
}
int main()
{
char c, str1,str2;//str1是所要查找的字符串
int i , place ;
for(i = 0 ; (c = getchar()) != '\n' ; str1 = c , str1 = '\0') ;
for(i = 0 ; (c = getchar()) != '\n' ; str2 = c , str2 = '\0') ;
place = strLoc(str1 , str2) ;
printf("%d\n",place) ;
} ok明白了,谢谢你啦{:5_93:}
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