day02<Java语言基础+>

2022-12-15,,,,

Java语言基础(常量的概述和使用)

Java语言基础(进制概述和二,八,十六进制图解)

Java语言基础(不同进制数据的表现形式)

Java语言基础(任意进制到十进制的转换图解)

Java语言基础(十进制到任意进制的转换图解)

Java语言基础(快速的进制转换法)

Java语言基础(原码反码补码)

Java语言基础(原码反码补码的练习)

Java语言基础(变量的概述及格式)

Java语言基础(数据类型的概述和分类)

Java语言基础(定义不同数据类型的变量)

Java语言基础(使用变量的注意事项)

Java语言基础(数据类型转换之隐式转换)

Java语言基础(数据类型转换之强制转换)

Java语言基础(数据类型转换之强制转换超出范围)

Java语言基础(面试题之变量相加和常量相加的区别)

Java语言基础(long与float的取值范围谁大谁小

Java语言基础(字符和字符串参与运算)

Java语言基础(char数据类型)

Java语言基础(算术运算符的基本用法)

Java语言基础(算术运算符++和--的用法)

Java语言基础(算术运算符++和--的练习)

Java语言基础(赋值运算符的基本用法)

Java语言基础(赋值运算符的面试题)

Java语言基础(关系运算符的基本用法及其注意事项)

###02.01_Java语言基础(常量的概述和使用)(掌握)
 A:什么是常量
     在程序执行的过程中其值不可以发生改变
 B:Java中常量的分类
     字面值常量
     自定义常量(面向对象部分讲)
 C:字面值常量的分类
     字符串常量    用双引号括起来的内容
     整数常量        所有整数
     小数常量        所有小数
     字符常量        用单引号括起来的内容,里面只能放单个数字,单个字母或单个符号
     布尔常量        较为特殊,只有true和false
     空常量            null(数组部分讲解)

###02.02_Java语言基础(进制概述和二,八,十六进制图解)(了解)
 A:什么是进制
     进制:就是进位制,是人们规定的一种进位方法。 对于任何一种进制--X进制,就表示某一位置上的数运算时是逢X进一位。二进制就是逢二进一,八进制是逢八进一,十进制是逢十进一,十六进制是逢十六进一。
     例如一周有七天,七进制,一年有十二个月,十二进制
 B:十进制的由来
     十进制的由来是因为人类有十个手指
 C:二进制的由来
     其实二进制来源与中国,请看史料记载
     18世纪德国数理哲学大师莱布尼兹从他的传教士朋友鲍威特寄给他的拉丁文译本《易经》中,读到了八卦的组成结构,惊奇地发现其基本素数(0)(1),即《易经》的阴爻yao- -和__阳爻,其进位制就是二进制,并认为这是世界上数学进制中最先进的。20世纪被称作第三次科技革命的重要标志之一的计算机的发明与应用,其运算模式正是二进制。它不但证明了莱布尼兹的原理是正确的,同时也证明了《易经》数理学是很了不起的。
 D:八进制的由来
     任何数据在计算机中都是以二进制的形式存在的。二进制早期由电信号开关演变而来。一个整数在内存中一样也是二进制的,但是使用一大串的1或者0组成的数值进行使用很麻烦。 
     所以就想把一大串缩短点,将二进制中的三位用一位表示。这三位可以取到的最大值就是7.超过7就进位了,这就是八进制。 
 E:十六进制的由来
     但是对于过长的二进制变成八进制还是较长,所以出现的用4个二进制位表示一位的情况,四个二进制位最大是15,这就是十六进制。
 F:不同进制表现同一个数据的形式特点
     进制越大,表现形式越短
 
###02.03_Java语言基础(不同进制数据的表现形式)(掌握)
 A:二进制的数据表现形式
     由0,1组成。以0b(b可以大写也可以小写)开头(JDK1.7版本可以表示二进制了)
 B:八进制的数据表现形式
     由0,1,…7组成。以0开头
 C:十进制的数据表现形式
     由0,1,…9组成。整数默认是十进制的 
 D:十六进制的数据表现形式
     由0,1,…9,a,b,c,d,e,f(大小写均可)。以0x开头 
 E:案例演示
     输出不同进制scale表现100的数据。
     0b100 4
     0100 64
     100 100
     0x100 256

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" 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###02.04_Java语言基础(任意进制到十进制的转换图解)(了解)
 A:任意进制到十进制的转换原理
     系数:就是每一位上的数据。
     基数:X进制,基数就是X。
     权:在右边,从0开始编号,对应位上的编号即为该位的权。
     结果:把系数基数的权次幂相加即可。

B:画图练习
     二进制--十进制
     八进制--十进制
     十六进制--十进制

###02.05_Java语言基础(十进制到任意进制的转换图解)(了解)
 A:十进制到任意进制的转换原理
     除积倒取余 
 B:画图练习
     十进制--二进制
     十进制--八进制
     十进制--十六进制

    
###02.06_Java语言基础(快速的进制转换法)(了解)
 A:8421码及特点
     8421码是中国大陆的叫法,8421码是BCD代码中最常用的一种。在这种编码方式中每一位二值代码的1都是代表一个固定数值,把每一位的1代表的十进制数加起来,得到的结果就是它所代表的十进制数码。 
 B:通过8421码的方式进行二进制和十进制的相互转换
 C:二进制到八进制的简易方式
 D:二进制到十六进制的简易方式

###02.07_Java语言基础(原码反码补码)(了解)
 A:为什么要学习原码反码补码?
     后面要学习强制类型转换,如果不知道有原反补会看不懂结果 
 B:有符号数据表示法的几种方式
     原码
         就是二进制定点表示法,即最高位为符号位,“0”表示正,“1”表示负,其余位表示数值的大小。
         通过一个字节,也就是8个二进制位表示+7和-7
         0(符号位)    0000111
         1(符号位)    0000111
     反码
         正数的反码与其原码相同;负数的反码是对其原码逐位取反,但符号位除外。
     补码
         正数的补码与其原码相同;负数的补码是在其反码的末位加1。

###02.08_Java语言基础(原码反码补码的练习)(了解)
 A:已知原码求补码
     0b10110100 
 B:已知补码求原码
     0b11101110

    
###02.09_Java语言基础(变量的概述及格式)(掌握)
 A:什么是变量
     在程序执行的过程中,在某个范围内其值可以发生改变的量
 B:变量的定义格式
     数据类型 变量名 = 变量值;
 C:为什么要定义变量
     用来不断的存放同一类型的常量,并可以重复使用

###02.10_Java语言基础(数据类型的概述和分类)(掌握)
 A:为什么有数据类型
     Java语言是强类型语言,对于每一种数据都定义了明确的具体数据类型,在内存中分配了不同大小的内存空间
 B:Java中数据类型的分类
     基本数据类型
     引用数据类型 
         面向对象部分讲解 
 C:基本数据类型分类(4类8种) 
     整数型
         byte 占一个字节  -128到127
         short 占两个字  -2^15~2^15-1
         int 占四个字节 -2^31~2^31-1
         long 占八个字节 -2^63~2^63-1
     浮点型
         float 占四个字节 -3.403E38~3.403E38  单精度
         double 占八个字节-1.798E308~1.798E308 双精度
     字符型
         char 占两个字节 0~65535
     布尔型
         boolean
             boolean理论上是占八分之一个字节,因为一个开关就可以决定是true和false了,但是java中boolean类型没有明确指定他的大小

###02.11_Java语言基础(定义不同数据类型的变量)(掌握)
 A:案例演示
     定义不同基本数据类型的变量,并输出
     赋值时候注意float类型,long类型

 1 public class Demo1_DataType {    //DataType数据类型
2 public static void main(String[] args) {
3 //整数类型
4 byte b = 10; //占一个字节,-128 到 127
5 short s = 20; //占两个字节
6 int i = 30; //占四个字节 整数默认的数据类型就是int类型
7 long x = 8888888888L; //占八个字节
8 System.out.println(b);
9 System.out.println(s);
10 System.out.println(i);
11 System.out.println(x);
12
13 //System.out.println(12345 + 54321l);//如果long类型后面加L进行标识最好加大L,因为小l太像一了
14 //浮点类型
15 float f = 12.3F; //占四个字节
16 double d = 33.4; //占八个字节 小数默认的数据类型是double,double类型后面也可以用D或d标识,但是一般不加
17 System.out.println(f);
18 System.out.println(d);
19
20 //字符类型
21 char c = 'a'; //占两个字节
22 System.out.println(c);
23
24 //布尔类型
25 boolean b1 = true;
26 boolean b2 = false;
27 System.out.println(b1);
28 System.out.println(b2);
29 }
30 }

###02.12_Java语言基础(使用变量的注意事项)(掌握)
 a:作用域问题
   同一个区域不能使用相同的变量名

int x = 10;

int x = 20;

System.out.println(x);
 b:初始化值问题
   局部变量在使用之前必须赋值

int y;

y = 10;

System.out.println(y);
 c:一条语句可以定义几个变量

int a,b,c,d,e;

a = 10;

b = 20;

c = 30;

d = 40;

e = 50;

System.out.println(a);

int x = 10;

int y = 20;

int z = 30;

###02.13_Java语言基础(数据类型转换之隐式转换)(掌握)
 A:案例演示

int a = 3;

byte b = 4;

a = a + b;

System.out.println(x);//7
 B:Java中的默认转换规则
     取值范围小的数据类型与取值范围大的数据类型进行运算,会先将小的数据类型提升为大的,再运算 
 C:画图解释byte+int类型的问题

###02.14_Java语言基础(数据类型转换之强制转换)(掌握)
 A:强制转换(去掉前三个8位)
    int a = 3;

byte b = 4;

b = (byte)(a + b);

System.out.println(b); 
 B:强制转换的注意事项
     如果超出了被赋值的数据类型的取值范围得到的结果会与你期望的结果不同 
        //00000000 00000000 00000000 10000010 130的二进制

//10000010 -126补码

//00000001 -1求反码

//10000001 -126反码

//11111110 -126原码

byte b = (byte)(126 + 4);

System.out.println(b);//-126

//00000000 00000000 00000001 00101100 300的二进制

//00101100

byte b2 = (byte)300;

System.out.println(b2);//44
###02.15_Java语言基础(面试题之变量相加和常量相加的区别)(掌握)
 面试题:看下面的程序是否有问题,如果有问题,请指出并说明理由。
    byte b1 = 3;
  byte b2 = 4;
  byte b3 = b1 + b2;
     从两方面去回答这个题
     b1和b2是两个变量,变量里面存储的值都是变化的,所以在程序运行中JVM是无法判断里面具体的值
     byte类型的变量在进行运算的时候,会自动类型提升为int类型 
  byte b4 = 3 + 4;
     3和4都是常量,java有常量优化机制,就是在编译的的时候直接把3和4的结果赋值给b4了

###02.16_Java语言基础(long与float的取值范围谁大谁小)(了解)
 进行混合运算的时候,byte,short,char不会相互转换,都会自动类型提升为int类型,其他类型进行混合运算的是小的数据类型提升为大的
     byte,short,char -- int -- long -- float -- double
    
     long: 8个字节
     float:4个字节
     IEEE 754
     4个字节是32个二进制位
     1位是符号位
     8位是指数位 00000000 11111111
     0到255 0代表0,255代表无穷大
     1到254
     -126到127
     23位是尾数位
     每个指数位减去127
    
     A:它们底层的存储结构不同。
     B:float表示的数据范围比long的范围要大
         long:2^63-1
         float:3.410^38 > 210^38 > 28^38 = 22^3^38 = 22^114 > 2^63-1

###02.17_Java语言基础(字符和字符串参与运算)(掌握)
 A:System.out.println('a');
   System.out.println('a'+1);//98
  
 B:ASCII码表的概述

     记住三个值:
         '0'  48
         'A'  65
         'a'  97
 C:案例演示
     System.out.println("hello"+'a'+1); //helloa1
     System.out.println('a'+1+"hello"); //98hello
 D:+在有字符串参与中被称为字符串连接符
     System.out.println("5+5="+5+5); //5+5=55
     System.out.println(5+5+"=5+5"); //55=5+5
    
###02.18_Java语言基础(char数据类型)(掌握)
 A:char c = 97;    0到65535
 B:Java语言中的字符char可以存储一个中文汉字吗?为什么呢?
     可以。因为Java语言采用的是Unicode编码。Unicode编码中的每个字符占用两个字节。中文也是占的两个字节
     所以,Java中的字符可以存储一个中文汉字
###02.19_Java语言基础(算术运算符的基本用法)(掌握)
 A:什么是运算符
     就是对常量和变量进行操作的符号。
 B:运算符的分类
     算术运算符,赋值运算符,比较(关系或条件)运算符,逻辑运算符,位运算符,三目(元)运算符 
 C:算数运算符有哪些
     +,-,,/,%,++,-- 
 D:注意事项:
     a:+号在java中有三种作用,代表正号,做加法运算,字符串的连接符
     b:整数相除只能得到整数。如果想得到小数,必须把数据变化为浮点数类型
     c:/获取的是除法操作的商,%获取的是除法操作的余数
     %运算符
         当左边的绝对值小于右边绝对值时,结果是左边
         当左边的绝对值等于右边或是右边的倍数时,结果是0
         当左边的绝对值大于右边绝对值时,结果是余数
         %运算符结果的符号只和左边有关系,与右边无关
         任何一个正整数%2结果不是0就是1可以用来当作切换条件

###02.20_Java语言基础(算术运算符++和--的用法)(掌握)
 A:++,--运算符的作用
     自加(++)自减(--)运算
     ++:自加。对原有的数据进行+1
     --:自减。对原有的数据进行-1
 B:案例演示
     a:单独使用:
         放在操作数的前面和后面效果一样。(这种用法是我们比较常见的)
     b:参与运算使用:
         放在操作数的前面,先自增或者自减,然后再参与运算。
         放在操作数的后面,先参与运算,再自增或者自减。

###02.21_Java语言基础(算术运算符++和--的练习)(掌握)
 A:案例演示
     请分别计算出a,b,c的值?
     
    int a = 10;
    int b = 10;
    int c = 10;
        
    a = b++; //a = 10, b = 11       
    c = --a; //a = 9, c = 9;           
    b = ++a; //a = 10, b = 10;       
    a = c--; //a = 9, c = 8;           
    
 B:案例演示
     请分别计算出x,y的值?
     int x = 4;
     int y = (x++)+(++x)+(x10); //4 + 6 + 60
 C:面试题,问哪句会报错,为什么
    byte b = 10;
    b++; (底层帮你做了强转)
    b = b + 1;//当byte与int进行混合运算的时候,会提升为int类型,两个int相加的结果还是int,赋值给byte会损失精度

###02.22_Java语言基础(赋值运算符的基本用法)(掌握)
 A:赋值运算符有哪些
     a:基本的赋值运算符:=
         把=右边的数据赋值给左边。
        
     b:扩展的赋值运算符:+=,-=,=,/=,%=
         += 把左边和右边做加法,然后赋值给左边。
    
###02.23_Java语言基础(赋值运算符的面试题)(掌握)
 A:案例演示
     面试题:看下面的程序是否有问题,如果有问题,请指出并说明理由。
     short s=1;s = s+1; //当short与int进行运算的时候,会提升为int类型,两个int类型相加的结果也是int类型
     short s=1;s+=1; //s = (short)(s + 1);

###02.24_Java语言基础(关系运算符的基本用法及其注意事项)(掌握)
 A:关系运算符有哪些(比较运算符,条件运算符)
     ==,!=,>,>=,<,<= 
 注意事项:
     无论你的操作是简单还是复杂,结果是boolean类型。
    
     "=="不能写成"="。

###02.25_day02总结
 把今天的知识点总结一遍。

###02.26_day02作业

1:计算出十进制46对应的二进制,八进制,十六进制的值。至于进制的内容今天在练习一次,以后就可以不用练习了。后面能听懂就OK了。不用浪费太多时间。(可用计算器验证你算的是否正确)

2:什么是变量?变量的定义格式?要使用变量需要注意什么?

3:Java中的数据类型分几类?基本数据类型有哪些?

4:数据类型转换:

隐式转换:

强制转换:

面试题:

第一题:

byte b1=3,b2=4,b;

b=b1+b2;

b=3+4;

哪句是编译失败的呢?为什么呢?

第二题:

byte  by = 130;有没有问题?有问题如何解决?结果是多少呢?

第三题:

byte b = 10;

b++;

b = b + 1;

哪句是编译失败的呢?为什么呢?

5:常见的算术运算符有哪些?

+运算符的作用有哪些?

答:正号,字符串连接符号,算术运算符

除法和取余的区别?

++和--的使用规则?

6:常见的赋值运算符有哪些?

+=运算的作用是什么?

扩展的赋值运算符有什么特点?

7:short s = 1; s = s + 1;有没有问题?如果有怎么解决?

short s = 1; s += 1;有没有问题?如果有怎么解决?

8:常见的关系运算符有哪些?

关系运算符的结果有什么特点?

9:练习打字(每天十分钟,即使休息的时候,也建议练习)

day02<Java语言基础+>的相关教程结束。

《day02<Java语言基础+>.doc》

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