珠玉琳琅 发表于 2021-8-4 22:30:38

新手求助,有关字符转义的问题


新手一枚,最近在看小甲鱼的C语言教程,其中有几个不懂的点
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
如图,请问f提前后,为什么a不见了?还有为什么要定义a,b,c?这个程序中好像没有用到a,b,c具体的数值啊?
麻烦明白的前辈指点一下吧,谢谢

大马强 发表于 2021-8-5 07:08:26

图没有看见耶

珠玉琳琅 发表于 2021-8-5 20:01:13

大马强 发表于 2021-8-5 07:08
图没有看见耶

啊这……

珠玉琳琅 发表于 2021-8-5 20:01:53

大马强 发表于 2021-8-5 07:08
图没有看见耶

#include<stdio.h>
void main()
{
        int a, b, c;
        a = 5; b = 6; c = 7;
        printf("ab c\tde\rf\n");
        printf("hijk\tL\bM\n");
}
然后出来的结果是:fb c    de
                           hijk    m

大马强 发表于 2021-8-5 20:02:11

真的呀

大马强 发表于 2021-8-5 20:16:37

本帖最后由 大马强 于 2021-8-5 20:23 编辑

https://static01.imgkr.com/temp/1cb6951530714a1aa7dee2012a416974.jpg
我觉得会不会是代码先执行转义字符,那个\r回车符将后面的f替换了a,你把a和f位置调换就会a替换了f(原理实在不懂,先这样记着)
至于那些变量确实没用,难道小甲鱼想让我们区分常量和变量?

大马强 发表于 2021-8-5 20:25:37

我发现了,\r后面接的字符,都会从头开始替换,原因不知道{:10_266:}

珠玉琳琅 发表于 2021-8-5 20:26:25

大马强 发表于 2021-8-5 20:16
我觉得会不会是代码先执行转义字符,那个\r回车符将后面的f替换了a,你把a和f位置调换就会a替换了f(原理 ...

明白了,谢谢大佬

珠玉琳琅 发表于 2021-8-5 20:27:54

大马强 发表于 2021-8-5 20:25
我发现了,\r后面接的字符,都会从头开始替换,原因不知道

好的 谢谢{:10_275:}
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查看完整版本: 新手求助,有关字符转义的问题