1,逗号运算符

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" alt="" />

2,eg

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alt="" />

2,条件运算符其实就是三目运算

条件表达式的一般格式:

【expression1?expression2:expression3】

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" 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3,sizeof用来计算一个变量或是一个常量,一种数据类型的内存字节数

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" alt="" />

 [root@node0 ruiy]# ./a.out
常量内存字节:
未初始化int变量内存字节:
以初始化int变量内存字节数:
int数据类型内存字节数:
char数据类型内存字节数:
float数据类型内存字节数:
[root@node0 ruiy]# cat .c
#include<stdio.h>
//Create by Qrui;
//
int main(int argc,const char *argv[],const char **env[]) { int size01 = sizeof();
int a;
int size02 = sizeof(a);
int b = ;
int size03 = sizeof(b);
int size04 = sizeof(int);
int size05 = sizeof(char);
int size06 = sizeof(float);
//int size07 = sizeof(unsigned int); printf("常量内存字节:%d\n",size01);
printf("未初始化int变量内存字节:%d\n",size02);
printf("以初始化int变量内存字节数:%d\n",size03);
printf("int数据类型内存字节数:%d\n",size04);
printf("char数据类型内存字节数:%d\n",size05);
printf("float数据类型内存字节数:%d\n",size06);
return ;
}

自增自减运算符

a++ ++a =>a = a+1

a-- --a => a = a-1;

aaarticlea/png;base64,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" alt="" />

4,逻辑运算符

&& || !

 【root@Qrui ruiy】#

 #include<stdio.h>
int main(int argc,const char *argv[],const char **env[]) {
int a = -;
int b = ;
int c d e;
c = (a> && b>);
d = (a> || b>);
e = (a> ! b>);
printf("%d\n",c);
printf("%d\n",d);
printf("%d\n",e);
return ;
}

别的像算术运算和关系运算就不说了,

但要注意= 和==;

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