Summary—【base】(JavaScript)
1、认识Js
2、JS与HTML、CSS
3、JS执行过程中的小原理
4、JS语法规范
5、数据类型介绍
6、比较运算符
7、JS中的运算符
+ 加 |
i)当两个Number类型的变量相加,结果为Number
|
ii)当一个Number类型的变量和一个String类型的变量相加,最后结果为字符串(加号起到的是连接的作用) | |
- 减 | i)当两个Number类型的变量相减,结果为Number |
ii)当一个Number数据类型的变量和一个数字的字符串类型变量相减,最后的结果为Number类型 | |
* 乘 |
结果与减法的结果一致 |
/ 除 |
结果同上,区别:当一个数字除以0最后的结果为 infinity(Infinity: 无穷大的数字)
|
% 取余 |
获取余数。
|
() 优先级 |
有括号先算括号里面的值 |
8、等号运算符
运算符 | 含义 |
= | 赋值运算符 |
== | 等于,判断变量是否相同,不关心数据类型是否相同,只关心内容是否相同 |
=== | 全等,不仅判断内容是否相同,还要判断数据类型是否一致 |
!= | 不等于,判断的是内容,不考虑数据类型 |
!== | 不全等于,判断的是内容和数据类型 |
9、逗号运算符
补充:运算符的优先级(从高到低)——()优先级最高——一元运算符 ++ -- !——算术运算符 先* / % 后 + -——关系运算符 > >= < <=——相等运算符 == != === !==——逻辑运算符 先&& 后||
10、Math对象方式使用
Math.ceil() 结果:整数 没有对数字进行四舍五入
Math.floor() 结果:整数 没有对数字进行四舍五入
Math.max(n1,n2); 返回两个数字的最大值
Math.min(n1,n2); 返回两个数字的最小值
Math.pow(n1,n2) 返回数字的几次方
Math.round(n2) 四舍五入
Math.random() 随机数
11、数据类型判断
——typeof(变量) 直接获取变量的数据类型
①NaN(not a number):number数据类型
②变量的取值为null: 变量的数据类型object
③undefined取值的变量或者变量未赋值: 数据类型为undefined
④infinity: 数据类型属于number类型
12、数据类型转化
除0外所有的数据类型都转化为true ,0 转化为false
13、逻辑运算符
1)如果有一个结果为false 和一个结果为true进行或运算 结果为: true
2)如果两个结果都为false , 结果为false
3)如果两个结果都为true,进行或运算后结果为 true
结果1 | 结果2 | || 运算结果 |
true | true | true |
true | false | true |
false | true | true |
false | false | false |
结果1 | 结果2 | && 运算结果 |
true | true | true |
true | false | false |
false | true | false |
false | false | false |
1)如果为true 非运算后 结果为false
2)如果为false 非运算后 结果为true
14、三元运算符
14.1 语法结构——条件表达式?结果1:结果2
14.2 含义——问号前面的位置是判断的条件,判断结果为Boolean型,为true时执行结果1,为false时执行结果2。可看成是 if....else... 的另一种写法
15、逻辑结构
if(条件表达式) 条件表达式的结果必须为Boolean
{
如果条件表达式的结果为true,那么执行这里面的代码
}else{
如果条件表达式的结果为false,那么执行这里面的代码
}
15.2 if...else if...else嵌套
if(条件表达式1)
{
结果为true 执行该处代码;
}else if(条件表达式2){
结果为true 执行该处代码;
}else if(条件表达式3){
结果为true 执行该处代码;
}else{
如果以上代码条件都不满足,执行该处代码
}
15.3 switch
switch(变量)
{
case 情况1: //Case 后面的数据类型和switch里面的数据类型必须一致;并且可以作条件集体判断
Js代码;
break;
case 情况2:
Js 代码;
break;
default:
Js代码;
break;
}
15.4 while循环
1)语法:
初始化一个变量;
while(循环体){}
2)执行顺序:
当while条件表达式结果为true,那么一直会执行whlie循环体内的代码
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" alt="" width="230" height="186" />
15.5 do...while 循环
1)语法结构:
do{
Js代码;
}while(条件);
2)区别于while循环:
do...while循环比while循环至少多执行一次代码
15.6 for循环
for(var a=1; a<=10; a++)
{
Js代码;
}
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" alt="" width="245" height="219" />
15.7 break 与 continue 语句
1)break:直接跳出当前循环
2)continue:直接结束本次循环,进行下一次循环
while(判断条件){
if(特殊情况){
continue; // 循环代码;
}
}
16、自增自减
1) a++ ++a 在原来变量的基础上加1的操作;
2) a-- --a 在原来变量的基础上减1的操作;
当 a++ 参与到运算中,先将a的值赋值给变量,然后变量a再加1;
当++a参与到运算中,先将a的值加1然后将计算后的结果赋值给变量
17、数组
1) 数组的概念——Js中的数组是将任意数据类型(数字、字符、布尔值等),放在一起按照一定顺序排练的集合
2)数组的两种定义方式
i)var ary=new Array();
ii)var ary1=[];
3)数组两种默认值赋值方式
i)// var ary=new Array(1,2,4,"asdf");//创建数组同时赋值 // alert(ary); ii)// var ary1=[1,2,3,5]; // 直接输入一个数组(称“字面量数组”) // alert(ary1);
var ary=[];
ary[0]=1 ; 数组的赋值
alert(ary[0]); 数组的取值
18、函数(方法) function
通过 function +函数名+() ===》函数的定义;
function a() /函数的定义
{
方法体;
}
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