请问python引号的问题
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请问这俩输出结果为啥一个是单引号一个是双引号?输入的时候两个都是单引号括起来的呀需要发个实例让我们看一下,你这样我们也不知道你在说什么 本帖最后由 啊大大大 于 2021-1-25 09:46 编辑
file:///C:/Users/86177/Desktop/QQ%E5%9B%BE%E7%89%8720210125094325.png
file:///C:/Users/86177/Desktop/QQ%E5%9B%BE%E7%89%8720210125094325.png >>> '5'+'8'
'58'
>>> 'Let\'s go!'
"Let's go!"
不会发图。。结果是这样 字符串中有单引号,最外面使用双引号,就可以不用转义符 本帖最后由 Daniel_Zhang 于 2021-1-25 20:17 编辑
这个问题很简单
我们可以尝试在 IDLE 里面打印一下以下两个字符串
为什么同样都是字符串,一个单引号一个双引号?这是因为在 python 里面,如果出现了 '\' 这个符号,就代表是转义符,后面的东西的意思和作用就会被改变
所以 Let's 的引号就不会成为引号,而是缩写符号
但是呢,显示上和单引号没有任何的区别,为了区分开来,会默认以双引号的形式(代替单引号)将整个字符串括起来,用来和缩写符形成视觉上的区分
使用 type() 就能很容易的看出来,两者都是 str 类型,也就是字符串类型,至于单引号还是双引号,并没有任何的影响,在编程上
但是呢,这两个字符串里面的内容在编程中式不同的(虽然在英文中语义是相同的) >>> "Let \'s go!" 都是单引号就会出现歧义 不会起名字的我 发表于 2021-1-25 20:45
这里不需要转义o
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