Java语言支持如下运算符operator:优先级()
  • 算数运算符 :+ ,- ,* ,/ ,% ,++ ,--
  • 赋值运算符 :=
  • 关系运算符 :> ,< ,>= ,<= ,== ,!= ,instanceof
  • 逻辑运算符 :&&,||,!与或非
  • 位运算符 :& ,| ,^ ,~ ,>>右移 ,<<左移 ,>>>
  • 条件运算符 ?:
  • 扩展赋值运算符 :+= ,-= ,*= ,/=
首先为了方便管理,建一个包,把之前的类放进去
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" alt="">

基本运算符:
 package operator;

 public class Demo01 {
public static void main(String[] args) { //二元运算符:两个数
//Ctrl+D :复制当前行到下一行
int a = 10;
int b = 20;
int c = 25;
int d = 25; System.out.println(a + b);//
System.out.println(a - b);//-10
System.out.println(a * b);//
System.out.println(a / (double) b);//0.5 }
}
 package operator;

 public class Demo02 {
public static void main(String[] args) {
long a = 123123123123L;
int b = 123;
short c = 10;
byte d = 8;
System.out.println(a + b + c + d);//如果有long类型操作数,那么结果为long类型 123123123264,double也一样
System.out.println(b + c + d);//int 141
System.out.println(c + d);//int 18
}
}
 package operator;

 public class Demo03 {
public static void main(String[] args) {
//关系运算符的返回结果:正确,错误 布尔值
//if int a = 10;
int b = 20;
int c = 21; //取余,模运算
System.out.println(c % a);// c/a 21/10 = 2...1
System.out.println(a > b);// false
System.out.println(a < b);// true
System.out.println(a == b);// false
System.out.println(a != b);// true }
}
自增自减运算符、初识Math类:
 package operator;

 public class Demo04 {
public static void main(String[] args) {
//++ -- 自增,自减 一元运算符
int a = 3; int b = a++; //执行完这行代码后,先给b赋值,再自增
//a = a + 1;
System.out.println(a);//4
//a = a + 1;
int c = ++a; //执行完这行代码前,先自增,再给c赋值 System.out.println(a);//
System.out.println(b);//
System.out.println(c);//5 //幂运算 2^3 2*2*2=8 ,很多运算,我们会使用一些工具类来操作!
double pow = Math.pow(2, 3);//8.0
System.out.println(pow);
}
}
逻辑运算符:
 package operator;

 //逻辑运算符
public class Demo05 {
public static void main(String[] args) {
//与(and) 或(or) 非(取反)
boolean a = true;
boolean b = false; System.out.println("a && b:" + (a && b));//false 逻辑与运算:同真为真
System.out.println("a || b:" + (a || b));//true 逻辑或运算:有真就真
System.out.println("! (a && b):" + !(a && b));//true //短路运算
int c = 5;
boolean d = (c < 4) && (c++ < 4);
System.out.println(d); //false
System.out.println(c); // }
}
位运算符:
 package operator;

 public class Demo06 {
public static void main(String[] args) {
/*
A = 0011 1100
B = 0000 1101 A&B = 0000 1100 同为1才为1
A|B = 0011 1101 有1为1
A^B = 0011 0001 异或 相同为0,不同为1
~B = 1111 0010 按位取反 2*8 = 16 2*2*2*2 效率极高!直接跟底层,二进制打交道
<<左移 *2
>>右移 /2
*/ System.out.println(2<<3);// }
}
赋值运算符:
 package operator;

 public class Demo07 {
public static void main(String[] args) {
int a = 10;
int b = 20; a += b;//a = a + b
System.out.println(a); // a -= b;//a = a - b
System.out.println(a); //10 //字符串连接符 + 有String 就为字符串
System.out.println(a + b); //
System.out.println("" + a + b);//
System.out.println(a + b + "");// }
}
三元运算符及小结:
 package operator;

 public class Demo08 {
public static void main(String[] args) {
// x ? y : z
// 如果 x ==true ,则结果为y ,否则结果为z int score = 80;
String type = score < 60 ? "不及格" : "及格";
//if
System.out.println(type);//及格 }
}

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