C语言入门教程: 一个简单的实例

时间:2023-03-09 09:53:10
C语言入门教程: 一个简单的实例
对于学习要保持敬畏!
语言不只是一种工具,还是一种资源,因此,善待它,掌握它!
我们知道,对于未知通常都会充满好奇和畏惧,既想了解它,又害怕神秘面纱隐藏的不确定性。对于一门编程语言同样如此,我将以一个简单的实例开篇,引导你进入C的世界,逐步去了解它、认识它、以及使用它。
测试程序:
  #include <stdio.h>

 int main(void) {
int num; /* 定义一个名为 num 的变量 */
num = ; /* 为 num 赋值 */
printf("I am a beginner! ");
printf("I want to learn C.\n");
printf("I have 2 hours to study every day.\n", num);
return ;
}
 output:
I am a beginner! I want to learn C.
I have hours to study every day.
下面用一个简图来剖析一个C实例的定义和构成:
C语言入门教程: 一个简单的实例aaarticlea/png;base64,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" alt="" />
实例定义解析和注意事项:
1.首先明白一个概念,什么是预处理?
        C 编译器在编译前要对代码做一些准备工作;这称为预处理
2.那么 stdio.h 是干啥的呢?
        这个文件代表输入输出头文件,相当于引入了stdio.h 的完整内容
3.举个例子 如果代码中要用 sleep 停顿1秒,是否可以直接使用 sleep(1) ?
        No,必须先在文件开头,引入头文件:#include <zconf.h>
4.常用的两种注释方式?
        如上图例子中用:/*   */ 的方式注释,内容可以跨行
        还有一种是:// 只注释一行内容
5.声明语句是什么?
        声明两件事:1.声明一个变量名 2.声明这个变量的类型
6.int是一种数据类型?
        编译器使用int为num在内存中分配一个合适的存储空间;
        同时int是个关键字;num是个标识符;
   而int num;就是个声明语句,这个声明语句将num这个标识符和内存中的一个对应的特殊位置联系起来,这样也就确认了改存储位置的信息类型。
7.变量的声明?
        变量用前必声明;必须指明数据类型;
8.关于变量名字?
        必须起个有意义的名字;
        名字长度:C99标准允许标识符有63字节;
        字符限制:大小写字符、数字、下划线(开头字母必须是:字母或下划线)
        操作系统和C库通常使用以一个或两个下划线开始的名字,所以注意自定义名字
9.C语言的名字是区分大小写的
思维拓展问题
  1. 预处理器指令有哪些?
  2. 什么是预处理器
  3. 什么是预处理?
  4. 为什么不内置输入输出?
学习过程中要多问为什么,多提问题,养成习惯将疑问记录下来,并学会解决它,每一次的提问和解决都表示你比别人在更进一步。
养成习惯,学会提问!

我提出了问题,如果你能看到,期待你的评论回答,彼此共同进步!