1、变量
定义:从字面上看,变量是可变的量;从编程角度讲,变量是用于存储某种/某些数值的存储器。我们可以把变量看做一个盒子,盒子用来存放物品,物品可以是衣服、玩具、水果...等。
命名:变量名字可以任意取,只不过取名字要遵循一些规则:
1.必须以字母、下划线或美元符号开头,后面可以跟字母、下划线、美元符号和数字。如下:
正确:
mysum
_mychar
$numa1
错误:
6num //开头不能用数字
%sum //开头不能用除(_ $)外特殊符号,如(% + /等)
sum+num //开头中间不能使用除(_ $)外特殊符号,如(% + /等)
2.变量名区分大小写,如:A与a是两个不同变量。
3.不允许使用JavaScript关键字和保留字做变量名。
aaarticlea/png;base64,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" alt="" />
变量声明:
我们要使用盒子装东西,是不是先要找到盒子,那在编程中,这个过程叫声明变量,找盒子的动作,如何表示:
声明变量语法: var 变量名;
var就相当于找盒子的动作,在JavaScript中是关键字(即保留字),这个关键字的作用是声明变量,并为"变量"准备位置(即内存)。
var mynum ; //声明一个变量mynum
当然,我们可以一次找一个盒子,也可以一次找多个盒子,所以Var还可以一次声明多个变量,变量之间用","逗号隔开。
var num1,mun2 ; //声明一个变量num1
注意:变量也可以不声明,直接使用,但为了规范,需要先声明,后使用。
变量赋值:
我们可以把变量看做一个盒子,盒子用来存放物品,那如何在变量中存储内容呢?
我们使用"="
号给变量存储内容,看下面的语句:
var mynum = 5 ; //声明变量mynum并赋值。
这个语句怎么读呢? 给变量mynum赋值,值为5。我们也可以这样写:
var mynum; //声明变量mynum
mynum = 5 ; //给变量mynum赋值
注:这里 "="
号的作用是给变量赋值,不是等于号。
盒子可以装衣服、玩具、水果...等。其实,变量是无所不能的容器,你可以把任何东西存储在变量里,如数值、字符串、布尔值等,例如:
var num1 = 123; // 123是数值
var num2 = "一二三"; //"一二三"是字符串
var num3=true; //布尔值true(真),false(假)
其中,num1变量存储的内容是数值;num2变量存储的内容是字符串,字符串需要用一对引号""
括起来,num3变量存储的内容是布尔值(true、false)。
2、表达式
表达式是指具有一定的值、用操作符把常数和变量连接起来的代数式。一个表达式可以包含常数或变量。
我们先看看下面的JavaScript语句:
生活中“再见”表达方法很多,如:英语(goodbye)、网络语(88)、肢体语(挥挥手)等。在JavaScript表达式无处不在,所以一定要知道可以表达哪些内容,看看下面几种情况:
注意:串表达式中mychar是变量
注意:数值表达式中num是变量
注意:布尔表达式中num是变量
3、操作符
操作符是用于在JavaScript中指定一定动作的符号。
看下面这段JavaScript代码。
sum = numa + numb;
其中的"="
和"+"
都是操作符。
JavaScript中还有很多这样的操作符,例如,算术操作符(+、-、*、/等),比较操作符(<、>、>=、<=等),逻辑操作符(&&、||、!)。
注意: “=” 操作符是赋值,不是等于。
(1)"+"
操作符
算术运算符主要用来完成类似加减乘除的工作,在JavaScript中,“+”不只代表加法,还可以连接两个字符串,例如:
mystring = "Java" + "Script"; // mystring的值“JavaScript”这个字符串
(2)自加一,自减一 ( ++和- -)
算术操作符除了(+、-、*、/)外,还有两个非常常用的操作符,自加一“++”
;自减一“--”
。首先来看一个例子:
mynum = 10;
mynum++; //mynum的值变为11
mynum--; //mynum的值又变回10
上面的例子中,mynum++使mynum值在原基础上增加1,mynum--使mynum在原基础上减去1,其实也可以写成:
mynum = mynum + 1;//等同于mynum++
mynum = mynum - 1;//等同于mynum--
注意:前置++称为前自加,后置的++称为后自加。其计算效果均为操作数自加一。
当单独一个语句的时候没有区别,如果用在表达式中:
i++是先取i的值做计算,再自加;
++i是先自加,再取i的值做计算。
比如
int i = 2, j;
如果
j = i++;
那么先取i的值赋值给j,于是j值为2,i值再自加,i=3。
如果
j = ++i;
那么i先自加,得到i=3,然后再取i值计算,j值为3.
(3)比较操作符
两个操作数通过比较操作符进行比较,得到值为真(true)和假(false)。
在JavaScript中,这样的比较操作符有很多,这些操作符的含义如下:
看看下面例子:
var a = 5;//定义a变量,赋值为5
var b = 9; //定义b变量,赋值为9
document.write (a<b); //a小于b的值吗? 结果是真(true)
document.write (a>=b); //a大于或等于b的值吗? 结果是假(false)
document.write (a!=b); //a不等于b的值吗? 结果是真(true)
document.write (a==b); //a等于b的值吗? 结果是假(false)
(4)逻辑与操作符
数学里面的“a>b”,在JavaScript中还表示为a>b;数学中的“b大于a,b小于c”是“a<b<c”,那么在JavaScript中可以用&&表示,如下:
b>a && b<c //“&&”是并且的意思, 读法"b大于a"并且" b小于c "
好比我们参加高考时,在进入考场前,必须出示准考证和身份证,两者缺一不可,否则不能参加考试,表示如下:
if(有准考证 &&有身份证)
{
进行考场考试
}
“&&”是逻辑与操作符,只有“&&”两边值同时满足(同时为真),整个表达式值才为真。
逻辑与操作符值表:
aaarticlea/png;base64,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" alt="" />
注意: 如果A为假,A && B为假,不会在执行B; 反之,如果A为真,要由 B 的值来决定 A && B 的值。
(5)逻辑或操作符
"||"
逻辑或操作符,相当于生活中的“或者”,当两个条件中有任一个条件满足,“逻辑或”的运算结果就为“真”。
例如:本周我们计划出游,可是周一至周五工作,所以周六或者周日哪天去都可以。即两天中只要有一天有空,就可以出游了。
var a=3;
var b=5;
var c;
c=b>a ||a>b; //b>a是true,a>b是false,c是true
逻辑或操作符值表:
aaarticlea/png;base64,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" alt="" />
注意: 如果A为真,A || B为真,不会在执行B; 反之,如果A为假,要由 B 的值来决定 A || B 的值。
(6)逻辑非操作符
"!"
是逻辑非操作符,也就是"不是"的意思,非真即假,非假即真。好比小华今天买了一个杯子,小明说:"杯子是白色的",小亮说:“杯子是红色的”,小华说:"小明说的不是真话
,小亮说的不是假话
"。猜猜小华买的什么颜色的杯子,答案:红色杯子。
逻辑非操作符值表:
aaarticlea/png;base64,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" alt="" />
看看下面代码,变量c的值是什么:
var a=3;
var b=5;
var c;
c=!(b>a); // b>a值是true,! (b>a)值是false
c=!(b<a); // b<a值是false, ! (b<a)值是true
(7)操作符优先级
我们都知道,除法、乘法等操作符的优先级比加法和减法高,例如:
var numa=3;
var numb=6
jq= numa + 30 / 2 - numb * 3; // 结果为0
如果我们要改变运算顺序,需添加括号的方法来改变优先级:
var numa=3;
var numb=6
jq= ((numa + 30) / (2 - numb)) * 3; //结果是-24.75
操作符之间的优先级(高到低):
算术操作符 → 比较操作符 → 逻辑操作符 → "="赋值符号
如果同级的运算是按从左到右次序进行,多层括号由里向外。
var numa=3;
var numb=6;
jq= numa + 30 >10 && numb * 3<2; //结果为false