平凡 发表于 2025-2-13 01:19:20

第五课C语言基础(续4)
(四)位运算符(Bitwise Operators)1、概念位运算符用于对整数的二进制表示进行操作。
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例如:
int a = 5, b = 3;int andBitwise = (a & b); // 1int orBitwise = (a | b); // 7int xorBitwise = (a ^ b); // 6int notBitwise = ~a; // -6int leftShift = (a << 2); // 20int rightShift = (a >> 2); // 1
2.应用位运算符(Bitwise Operators)用于对整数的二进制表示进行操作。它们在C语言中非常强大,尤其适用于底层编程、优化性能和处理硬件相关的任务。以下是C语言中常见的位运算符及其使用方法和例如:1)按位与(Bitwise AND):&按位与运算符对两个操作数的每一位进行逻辑与操作。如果两个位都为1,则结果为1;否则为0。
例如:#include <stdio.h>int main()
{int a = 12; // 二进制:1100int b = 10; // 二进制:1010 int result = a & b; // 二进制:1000,十进制:8printf("Result of a & b: %d\n", result); return 0;}输出:Result of a & b: 8
2)按位或(Bitwise OR):|
按位或运算符对两个操作数的每一位进行逻辑或操作。如果两个位中至少有一个为1,则结果为1;否则为0。例如:
#include <stdio.h>int main()
{int a = 12; // 二进制:1100int b = 10; // 二进制:1010 int result = a | b; // 二进制:1110,十进制:14printf("Result of a | b: %d\n", result);return 0;}输出:Result of a | b: 14
3)按位异或(Bitwise XOR):^
按位异或运算符对两个操作数的每一位进行逻辑异或操作。如果两个位不同,则结果为1;否则为0。
例如:#include <stdio.h>int main()
{int a = 12; // 二进制:1100int b = 10; // 二进制:1010 int result = a ^ b; // 二进制:0110,十进制:6printf("Result of a ^ b: %d\n", result); return 0;}输出:Result of a ^ b: 6
4)按位取反(Bitwise NOT):~
按位取反运算符对操作数的每一位进行取反操作。0变为1,1变为0。
例如:#include <stdio.h>int main()
{int a = 12; // 二进制:00001100(假设是8位) int result = ~a; // 二进制:11110011,十进制:-13(补码表示)printf("Result of ~a: %d\n", result); return 0;}输出:Result of ~a: -13
注意:在C语言中,整数通常以补码形式存储,因此按位取反的结果可能与直观的二进制取反不同。
5)左移(Bitwise Left Shift):<<
左移运算符将操作数的二进制表示向左移动指定的位数,右侧补0。
例如:#include <stdio.h>int main()
{int a = 12; // 二进制:00001100(假设是8位)int result = a << 2; // 二进制:00110000,十进制:48printf("Result of a << 2: %d\n", result); return 0;}输出:Result of a << 2: 48
6)右移(Bitwise Right Shift):>>
右移运算符将操作数的二进制表示向右移动指定的位数,左侧补符号位(对于有符号整数)或补0(对于无符号整数)。
例如:
#include <stdio.h>int main()
{int a = 12; // 二进制:00001100(假设是8位) int result = a >> 2; // 二进制:00000011,十进制:3printf("Result of a >> 2: %d\n", result);
return 0;}输出:Result of a >> 2: 3
7)实际应用
例如:检查一个数是否为2的幂一个数如果是2的幂,则其二进制表示中只有一个1。通过按位与操作可以检查这一点:
#include <stdio.h>int main()
{int num = 16; if ((num & (num - 1)) == 0 && num != 0)
{printf("%d is a power of 2\n", num);} else
{printf("%d is not a power of 2\n", num);    } return 0;}输出:16 is a power of 2

平凡 发表于 2025-2-13 01:19:32

第五课C语言基础(续5)

(五)赋值运算符(Assignment Operators)

1.概念

赋值运算符用于将值赋给变量。
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例如:int a = 10, b = 3;a += b; // a = 13a -= b; // a = 10a *= b; // a = 30a /= b; // a = 10a %= b; // a = 1
2.应用

在C语言中,赋值运算符用于将一个值赋给一个变量。除了基本的赋值运算符=之外,C语言还提供了一些复合赋值运算符,用于简化代码并提高效率。以下是赋值运算符的详细用法:
1)基本赋值运算符(=)

基本赋值运算符=用于将一个值赋给一个变量。语法如下:variable = value;variable 是要赋值的目标变量。value 是要赋给变量的值,可以是一个常量、另一个变量或表达式的值。例如:int a;a = 10; // 将整数值10赋给变量a
2)复合赋值运算符

复合赋值运算符结合了基本赋值运算符和其他运算符,用于执行某种运算并将结果赋值给变量。常见的复合赋值运算符包括:
a.加法赋值运算符(+=)
将变量的值与另一个值相加,并将结果赋回变量。
variable += value;等价于:variable = variable + value;例如:int a = 5;a += 3; // 等价于 a = a + 3,结果 a = 8
b.减法赋值运算符(-=)
将变量的值与另一个值相减,并将结果赋回变量。
variable -= value;等价于:variable = variable - value;例如:int a = 5;a -= 3; // 等价于 a = a - 3,结果 a = 2
c.乘法赋值运算符(*=)
将变量的值与另一个值相乘,并将结果赋回变量。variable *= value;等价于:variable = variable * value;例如:int a = 5;a *= 3; // 等价于 a = a * 3,结果 a = 15d.除法赋值运算符(/=)将变量的值与另一个值相除,并将结果赋回变量。variable /= value;等价于:variable = variable / value;例如:int a = 10;a /= 2; // 等价于 a = a / 2,结果 a = 5
e.取模赋值运算符(%=)
将变量的值与另一个值取模,并将结果赋回变量。
variable %= value;等价于:variable = variable % value;例如:int a = 10;a %= 3; // 等价于 a = a % 3,结果 a = 1
f.位运算赋值运算符
位运算符也可以与赋值运算符结合使用,用于执行位运算并将结果赋回变量。位与赋值运算符(&=)variable &= value;等价于:variable = variable & value;例如:int a = 5; // 二进制表示为 0101a &= 3;    // 二进制表示为 0011// 结果 a = 0101 & 0011 = 0001,即 a = 1位或赋值运算符(|=)variable |= value;等价于:variable = variable | value;例如:int a = 5; // 二进制表示为 0101a |= 3;    // 二进制表示为 0011// 结果 a = 0101 | 0011 = 0111,即 a = 7位异或赋值运算符(^=)variable ^= value;等价于:variable = variable ^ value;例如:int a = 5; // 二进制表示为 0101a ^= 3;    // 二进制表示为 0011// 结果 a = 0101 ^ 0011 = 0110,即 a = 6左移赋值运算符(<<=)variable <<= value;等价于:variable = variable << value;例如:int a = 5; // 二进制表示为 0101a <<= 2;   // 左移两位// 结果 a = 0101 << 2 = 10100,即 a = 20
g.右移赋值运算符(>>=)
variable >>= value;等价于:variable = variable >> value;例如:int a = 5; // 二进制表示为 0101a >>= 2;   // 右移两位// 结果 a = 0101 >> 2 = 0001,即 a = 1
h.使用场景
赋值运算符在C语言中非常常用,可以简化代码并提高可读性。例如:int a = 10;a += 5;// 等价于 a = a + 5a -= 3;// 等价于 a = a - 3a *= 2;// 等价于 a = a * 2a /= 4;// 等价于 a = a / 4a %= 3;// 等价于 a = a % 3通过使用复合赋值运算符,代码更加简洁明了,同时也减少了重复的变量引用,提高了代码的效率。

平凡 发表于 2025-2-13 01:21:50

第五课C语言基础(续6)

(六)条件运算符(Conditional Operator)

1.概念

条件运算符(也称为三元运算符)用于根据条件选择两个值中的一个。
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
例如:int a = 10, b = 3;int max = (a > b) ? a : b; // max = 10
2.应用

C语言中的条件运算符(也称为三元运算符)是一种简洁的语法,用于根据条件选择两个值中的一个。它的语法形式为:condition ? expressionTrue : expressionFalse;语法解释condition:一个布尔表达式,用于判断条件是否为真(true)或假(false)。expressionTrue:如果条件为真(true),则返回这个表达式的值。expressionFalse:如果条件为假(false),则返回这个表达式的值。使用例如例如1:比较两个数的大小假设我们需要比较两个数,找出较大的那个数,可以使用条件运算符:int a = 10, b = 20;int max = (a > b) ? a : b;printf("The larger number is: %d\n", max);输出:The larger number is: 20在这个例子中,条件是a > b。如果a > b为真(true),则max的值为a;否则,max的值为b。例如2:根据条件赋值假设我们需要根据一个条件给变量赋值,例如:int score = 85;char grade = (score >= 60) ? 'P' : 'F';printf("Grade: %c\n", grade);输出:Grade: P在这个例子中,条件是score >= 60。如果score大于或等于60,grade被赋值为'P'(表示通过);否则,grade被赋值为'F'(表示失败)。例如3:嵌套条件运算符条件运算符也可以嵌套使用,例如:int score = 75;char grade = (score >= 90) ? 'A' :(score >= 80) ? 'B' :(score >= 70) ? 'C' :(score >= 60) ? 'D' : 'F';printf("Grade: %c\n", grade);输出:Grade: C在这个例子中,我们使用了嵌套的条件运算符来根据不同的分数范围给grade赋值:如果score >= 90,grade为'A'。如果score >= 80但小于90,grade为'B'。如果score >= 70但小于80,grade为'C'。如果score >= 60但小于70,grade为'D'。如果score < 60,grade为'F'。
例如学习者需要注意的几个问题:可读性:虽然条件运算符可以简化代码,但过度使用或嵌套过多可能会使代码难以阅读和维护。在复杂的情况下,建议使用if-else语句。类型兼容性:expressionTrue和expressionFalse的类型应该兼容,否则可能会导致编译错误或运行时错误。逻辑清晰:确保条件表达式的逻辑清晰,避免因逻辑错误导致程序行为异常。条件运算符与if-else的对比条件运算符可以看作是if-else语句的简化形式。例如,以下if-else语句:int a = 10, b = 20;int max;if (a > b) {max = a;} else {max = b;}可以使用条件运算符简化为:int a = 10, b = 20;int max = (a > b) ? a : b;
条件运算符在某些情况下可以使代码更简洁,但在逻辑复杂时,if-else语句可能更清晰。总之,条件运算符是一种非常有用的工具,可以在适当的情况下简化代码,但也要注意保持代码的可读性和可维护性。

平凡 发表于 2025-2-13 01:23:34

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          第五课C语言基础(续4)

平凡 发表于 2025-2-13 10:34:00

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