js项目练习第二课
百度输入法
<style>
*{
list-style: none;
text-decoration: none;
padding: 0;
margin: 0;
}
a:hover{
text-decoration: none;
}
ul{
width: 60px;
border: 1px solid #3A50AD;
margin-top: 10px;
}
li{
width: 60px;
height: 20px;
text-align: center;
}
li:hover{
background-color: #2aabd2;
}
.close{
border-top: 1px solid #3A50AD;
}
.u1{
display: none;
}
</style>
</head>
<body>
<button class="b1">输入法</button>
<span></span>
<ul class="u1">
<li><a href="#">手写</a></li>
<li><a href="#">拼写</a></li>
<li class="close"><a href="#">关闭</a></li>
</ul> <script src="js/jquery-3.2.1.min.js"></script> <script>
var $ulEle = $("ul");
$(".b1").on("click",function () {
$ulEle.toggleClass("u1");
})
$(".close").on("click",function(){
$ulEle.addClass("u1");
})
$ulEle.children("li:not(.close)").on("click",function () {
$("span").text($(this).children("a").text());
}) </script>
点击div显示其内容
<style>
.d1{
width: 500px;
margin: 0 auto;
}
p{
width: 400px;
height: 80px;
border: 2px solid #eee;
padding:5px;
margin: 10px auto;
font-size: 11px;
text-indent: 2em;
}
</style>
</head>
<body>
<div class="d1">
<p><strong>新华网</strong>北京5月29日电(新华社记者)从三聚氰胺到瘦肉精，从染色馒头到毒豆芽，在食品中添加非食用物质和滥用食品添加剂已成为百姓餐桌上突出的"不安全因素"。近期以来，从北京到广东，从浙江到宁夏，一场打击食品非法添加的"风暴"席卷全国。
</p>
<p>
4月21日，国务院部署严厉打击食品非法添加和滥用食品添加剂专项行动后，广东省高度重视，随即召开了全省电视电话会议。省委领导强调，食品安全是"高压线"，决不能"下不为例"；抓好食品安全要突出一个"<strong>严</strong>"字，做到<strong>严防</strong>、<strong>严查</strong>、<strong>严处</strong>。
</p>
<p>
<strong>宁夏重点开展了四轮问题乳粉彻查清缴工作</strong>，对全区养殖源头、鲜奶收购和乳制品生产、经营、餐饮等环节的2.7万家单位进行了全面清查，共查处问题乳粉案件4起、涉案企业3家，吊销2家乳粉生产企业生产许可证。
</p>
<p>
做好风险监测工作是许多地方加强食品安全的重点工作之一。在北京，<strong style="color:red;">全市设立了3000个风险监测点</strong>，建立了包括3000余种食品添加剂和非法添加物的数据库，对110家国内外食品相关组织、媒体发布的线索进行监测，及时进行风险评估，加强抽检控制。
</p>
</div>
<script src="js/jquery-3.2.1.min.js"></script>
<script src="js/bootstrap.min.js"></script>
<script>
$("p").on("click",function () {
var text = $(this).text();
alert(text);
})
</script>
求出数组中所有数字的和
<style>
*{
margin: 10px;
}
input{
width: 260px;
margin: 15px auto;
}
span{
font-size: 12px;
color: #5e5e5e;
}
h3{
color: red;
}
</style>
</head>
<body>
<input type="text"><span>输入数字求和,数字之间用半角","号分隔</span>
<p>
<button>求和</button>
</p>
<h3></h3>
<script src="../jquery-3.2.1.min.js"></script> <script>
$("button").on("click",function () {
var valEle = $("input").val().replace(/,/g,"");
var sum = 0;
for(var i = 0;i < valEle.length; i++){
sum += Number(valEle[i]);
}
$("h3").text(sum);
}) </script>
弹出层效果
<style>
.d1{
width: 300px;
height: 100px;
position: absolute;
top: 50%;
left: 50%;
border: 4px solid orange;
margin: -50px 0 0 -150px;
background-color: #fff;
z-index: 1000;
}
.d2{
border-bottom: 2px solid orange;
background-color: yellow;
overflow: hidden;
height: 20px;
}
.b2{
border: 1px solid orange;
color: orange;
float: right;
margin: 4px 3px;
font-size: 9px;
background-color: #fff;
height: 12px;
width: 12px;
padding: 0;
}
.d3{
position:absolute;
width: 100%;
height: 100%;
background-color: rgba(128,128,128,0.3) ;
top: 0;
left: 0;
z-index: 999;
}
.hide{
display:none;
} </style>
</head>
<body>
<button class="b1">弹出层</button>
<div class="d3 hide"> <div class="d1">
<div class="d2">
<button class="b2">×</button>
</div>
</div>
</div> <script src="js/jquery-3.2.1.min.js"></script>
<script>
var $divEle = $('.d3');
$(".b1").on("click",function () {
$divEle.removeClass("hide");
});
$(".b2").on("click",function () {
$divEle.addClass("hide");
})
</script>
函数传参,改变div任意属性的值
<style>
.d1{
width: 380px;
height: 100px;
margin: 0 auto;
}
li{
margin: 10px ;
list-style: none;
}
.d2{
width: 200px;
height: 200px;
background-color: #0f0f0f;
color: #fff;
font-size: 12px;
margin: 0 auto;
}
</style>
</head>
<body>
<div class="d1">
<ul>
<li>
<lable>属性名:
<input name="divSty" type="text" id="divSty">
</lable>
</li>
<li>
<lable>属性值:
<input name="val" type="text" id="val">
</lable>
</li>
<li>
<button class="b1">确定</button>
<button class="b2">重置</button>
</li>
</ul>
</div> <div class="d2">在上方输入框驶入"属性名"及"属性值",点击确定按钮查看效果</div>
<script src="js/jquery-3.2.1.min.js"></script>
<script> $(".b1").on("click",function () {
var divSty = $("#divSty").val();
var val = $("#val").val();
$(".d2").css(divSty,val);
})
$(".b2").on("click",function () {
$(".d2").attr("style","");
})
</script>
简易选项卡
<style>
*{margin: 0;padding: 0}
.hide{
display: none;
}
.outer{
width: 500px;
margin: 10px auto;
border: 1px solid #000000;
height: 500px;
}
.title{
background-color: #000000;
overflow: hidden;
height: 30px;
}
.title>ul>li{
float: left;
list-style: none;
width: 80px;
color:#fff;
line-height: 30px;
padding: 0 10px;
}
.text li{
margin: 10px 25px;
}
</style>
</head>
<body>
<div class="outer">
<div class="title">
<ul>
<li>第一课</li>
<li>第二课</li>
<li>第三课</li>
</ul>
</div>
<div class="text">
<ul class="hide">
<li>网页特效原理分析</li>
<li>响应用户操作</li>
<li>提示框效果</li>
<li>事件驱动</li>
<li>元素属性操作</li>
<li>动手编写第一个JS特效</li>
<li>引入函数</li>
<li>网页换肤效果</li>
<li>展开/收缩播放列表效果</li>
</ul>
<ul >
<li>改变网页背景颜色</li>
<li>函数传参</li>
<li>高重用性函数的编写</li>
<li>126邮箱全选效果</li>
<li>循环及遍历操作</li>
<li>调试器的简单使用</li>
<li>典型循环的构成</li>
<li>for循环配合if判断</li>
<li>className的使用</li>
<li>innerHTML的使用</li>
<li>戛纳印象效果</li>
<li>数组</li>
<li>字符串连接</li>
</ul>
<ul>
<li>JavaScript组成：ECMAScript、DOM、BOM，JavaScript兼容性来源</li>
<li>JavaScript出现的位置、优缺点</li>
<li>变量、类型、typeof、数据类型转换、变量作用域</li>
<li>闭包：什么是闭包、简单应用、闭包缺点</li>
<li>运算符：算术、赋值、关系、逻辑、其他运算符</li>
<li>程序流程控制：判断、循环、跳出</li>
<li>命名规范：命名规范及必要性、匈牙利命名法</li>
<li>函数详解：函数构成、调用、事件、传参数、可变参、返回值</li>
<li>定时器的使用：setInterval、setTimeout</li>
<li>定时器应用：站长站导航效果</li>
<li>定时器应用：自动播放的选项卡</li>
<li>定时器应用：数码时钟</li>
<li>程序调试方法</li>
</ul> </div>
</div> <script src="js/jquery-3.2.1.min.js"></script>
<script>
$(".title li").on("mouseover",function () {
var _index = $(this).index();
$(this).css({"background": "#eee", "color": "#000"})
$.each($(".text ul"),function (i) {
if(_index == i){
$($(".text ul")[i]).removeClass("hide");
}else{
$($(".text ul")[i]).addClass("hide");
}
})
})
$(".title li").on("mouseout",function () {
$(this).attr("style","");
})
</script>
简易JS年历
<style>
.container {
background-color: #eee;
width: 435px;
margin: 5px auto;
}
table, tr {
/*border:10px solid #eee;*/
border-spacing: 15px 15px;
}
td {
width: 90px;
height: 90px;
border: 1px solid #0f0f0f;
color: #fff;
background-color: #0f0f0f;
text-align: center;
font-size: 25px;
font-weight: bolder;
}
p {
margin: 0;
}
.active {
color: deeppink;
background-color: #fff;
}
.text {
border: 15px solid #eee;
border-top: 0;
padding: 5px;
background-color: #f5f5f5;
}
</style>
</head>
<body>
<div class="container">
<table>
<tr>
<td class="active">1 <p>JAN</p></td>
<td>2 <p>FER</p></td>
<td>3 <p>MAR</p></td>
<td>4 <p>APR</p></td>
</tr>
<tr>
<td>5 <p>MAY</p></td>
<td>6 <p>JUN</p></td>
<td>7 <p>JUL</p></td>
<td>8 <p>AUG</p></td>
</tr>
<tr>
<td>9 <p>SEP</p></td>
<td>10 <p>OCT</p></td>
<td>11 <p>NOV</p></td>
<td>12 <p>DEC</p></td>
</tr>
</table>
<div class="text">
<p class="title">
1月节日
</p>
<p class="pText">元旦:1月1日至3日放假三天</p>
</div>
</div>
<script src="js/jquery-3.2.1.min.js"></script>
<script>
var textArray = [
"元旦：1月1日至3日放假三天。",
"春节：2月2日至8日放假7天。",
"妇女节：3月8日妇女节，与我无关。",
"清明节：4月3日至5日放假3天",
"劳动节：4月30日至5月2日放假3天。",
"端午节：6月4日至6日放假3天。",
"小暑：7月7日小暑。不放假。",
"七夕节：8月6日七夕节。不放假。",
"中秋节：9月10日至12日放假3天。",
"国庆节：10月1日至7日放假7天。",
"立冬：11月8日立冬。不放假。",
"艾滋病日:12月1日废除奴隶制国际日:12月2日。"];
$("td").on("mouseover", function () {
var _index = parseInt($(this).text());
for (var i = 0; i < textArray.length; i++) {
if (_index === i + 1) {
$(".title").text(i + 1 + "月节日");
$(".pText").text(textArray[i]);
$($("td")[i]).addClass("active");
}
else {
$($("td")[i]).removeClass("active");
}
}
})
</script>
单一按钮显示隐藏播放列表
<style>
.d1{
width: 300px;
border: 1px solid #5e5e5e;
background: #eee;
color: #5e5e5e;
margin: 0 auto;
}
*{
text-decoration: none;
list-style: none;
margin: 0;
padding: 0;
}
a{
color: #8c8c8c;
display: block;
padding: 5px 15px;
font-size: 12px;
}
a:hover{
background-color: #fff;
text-decoration:underline;
}
.b1{
cursor:pointer;
background-color: #8c8c8c;
border: 1px solid #fff;
margin: 0;
height: 30px;
line-height: 20px;
padding:5px;
}
.b1:after{
content: icon;
}
.hide{
display: none;
}
.tran1{
transform:rotate(180deg);
-ms-transform:rotate(180deg); /* IE 9 */
-moz-transform:rotate(180deg); /* Firefox */
-webkit-transform:rotate(180deg); /* Safari 和 Chrome */
-o-transform:rotate(180deg);
}
</style>
</head>
<body>
<div class="d1">
<p class="b1">播放列表<span class="glyphicon glyphicon-triangle-bottom pull-right"></span></p> <ul>
<li><a href="#">玩家之徒 - 蔡依林</a></li>
<li><a href="#">原谅我就是这样的女生 - 戴佩妮</a></li>
<li><a href="#">猜不透 - 叮当</a></li>
<li><a href="#">自导自演 - 周杰伦</a></li>
<li><a href="#">浪漫窝 - 弦子</a></li>
<li><a href="#">爱你 - 林俊杰</a></li>
</ul>
</div>
<script src="js/jquery-3.2.1.min.js"></script>
<script>
$(".b1").on("click",function () {
$("ul").toggleClass("hide");
$("span").toggleClass("tran1");
})
</script>
提示框效果
<style>
.d1{
width: 500px;
margin: 0 auto;
border: 1px solid #000;
text-align: center;
padding: 5px;
}
.d2{
color: #8c8c8c;
font-size: 11px;
text-align: left;
border: 1px solid #000;
margin: 5px;
padding: 10px;
background-color: #eee;
width: 68px;
height: 68px;
}
ul{
padding: 0;
}
ul:after{
content: "";
display: block;
clear: both;
}
li{
float: left;
list-style: none;
position: relative;
}
img{
width: 120px;
border: 1px solid #000;
display: none;
position: absolute;
z-index: 99;
top: -10px;
left: -10px;
}
</style>
</head>
<body>
<div class="d1">
<h3>名车车标展示 - 鼠标移过显示车标</h3>
<ul>
<li>
<div class="d2 ">BMW <p>宝马汽车</p></div>
<img src="http://www.fgm.cc/learn/lesson2/img/1.jpg" alt="">
</li>
<li>
<div class="d2">Alfa Romeo <p>阿尔法-罗米欧</p></div>
<img src="http://www.fgm.cc/learn/lesson2/img/2.jpg" alt="">
</li>
<li>
<div class="d2">Skoda <p>斯柯达</p></div>
<img src="http://www.fgm.cc/learn/lesson2/img/3.jpg" alt="">
</li>
<li>
<div class="d2">Volkswagen <p>大众汽车</p></div>
<img src="http://www.fgm.cc/learn/lesson2/img/4.jpg" alt="">
</li>
<li>
<div class="d2">Saab <p>萨布牌轿车</p></div>
<img src="http://www.fgm.cc/learn/lesson2/img/5.jpg" alt="">
</li>
<li>
<div class="d2">Lamborghini <p>兰博基尼</p></div>
<img src="http://www.fgm.cc/learn/lesson2/img/6.jpg" alt="">
</li>
<li>
<div class="d2">Porsche <p>保时捷</p></div>
<img src="http://www.fgm.cc/learn/lesson2/img/7.jpg" alt="">
</li>
<li>
<div class="d2">Peugeot <p>标致</p></div>
<img src="http://www.fgm.cc/learn/lesson2/img/8.jpg" alt="">
</li>
<li>
<div class="d2">Mercedes1 <p>梅赛德斯 奔驰</p></div>
<img src="http://www.fgm.cc/learn/lesson2/img/9.jpg" alt="">
</li>
<li>
<div class="d2">Buick <p>别克汽车</p></div>
<img src="http://www.fgm.cc/learn/lesson2/img/10.jpg" alt="">
</li>
</ul>
</div>
<script src="js/jquery-3.2.1.min.js"></script>
<script>
$("li").on("mouseover",function () {
$(this).children("img").css("display","block");
})
$("li").on("mouseout",function () {
$(this).children("img").css("display","none");
})
</script>
鼠标移过,修改图片路径
<style>
*{
margin: 0;
padding: 0;
}
body{
background-color: #000;
}
.d1{
width: 400px;
height: 500px;
border:5px solid #fff;
border-radius: 5px;
margin: 0 auto;
background-color: #fff;
}
.i1{
width: 296px;
height: 296px;
border-left: 2px solid #fff;
border-right: 2px solid #fff;
border-radius: 5px;
}
.i3{
width: 96px;
height: 96px;
border-left: 2px solid #fff;
border-right: 2px solid #fff;
border-radius: 5px;
}
ul{
overflow: hidden;
}
li{
list-style: none;
float: left;
} </style>
</head>
<body>
<div class="d1">
<ul>
<li><img class="i1" src="https://timgsa.baidu.com/timg?image&quality=80&size=b9999_10000&sec=1540033946593&di=88ddfb387b5020ba179d1e3e43f03934&imgtype=0&src=http%3A%2F%2Fwww.igo.cn%2F2010%2Fimages%2F2014%2F02%2F21%2F26745.jpg" alt=""></li>
<li><img class="i3" src="https://timgsa.baidu.com/timg?image&quality=80&size=b9999_10000&sec=1540033946593&di=88ddfb387b5020ba179d1e3e43f03934&imgtype=0&src=http%3A%2F%2Fwww.igo.cn%2F2010%2Fimages%2F2014%2F02%2F21%2F26745.jpg" alt=""></li>
<li><img class="i3" 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" 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" 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复选框全选,反选
<style>
*{
margin: 0;
padding: 0;
}
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text-decoration: none;
}
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border: 1px solid #000;
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text-align: center;
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</style>
</head>
<body>
<div class="d1">
<ul>
<li class="c1">
<input type="checkbox"><b> 全选</b>
<a href="#"> 反选</a>
</li>
<li><hr></li>
<li><input type="checkbox"> 选项(一)</li>
<li><input type="checkbox"> 选项(二)</li>
<li><input type="checkbox"> 选项(三)</li>
<li><input type="checkbox"> 选项(四)</li>
<li><input type="checkbox"> 选项(五)</li>
<li><input type="checkbox"> 选项(六)</li>
<li><input type="checkbox"> 选项(七)</li>
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<li><input type="checkbox"> 选项(九)</li>
<li><input type="checkbox"> 选项(十)</li>
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<p>1、切换全选/全不选文字；2、根据选中个数更新全选框状态；</p>
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