DIV层中图片混乱，求解_html/css_WEB-ITnose
DIV DIV层叠加 图片混乱
DIV层中只要出现图片，在IE9和火狐中就会出现文字在图片上面，求大神帮忙当前位置：
单项选择题列表
| style="max-width:90%"> |
1：在百度搜索引擎中使用相同的关键字进行多次搜索，每次搜索得到的结果网页不完全相同，这可能是因为该网站采用了（ ）。
2：某公司的销售部门在年底需要对全年的销售情况进行统计、分析，了解每种产品每个月的销售量变化趋势，总结出经验以便来年采取相应的措施改进！你认为销售部门应按（ ）的顺序进行。
①统计每种产品的全年销售总量、月平均销售量
②建立表格，录入每种产品全年每个月的销售量
③形成分析报告，得出结论
④建立图表展示出销售量趋势图
（信息技术学业水平考试模拟题 MakeByLiuYang(CopyRight@洋哥)
3：从数据交换技术的角度来说，电报系统采用了（ ）技术，IP 电话采用了（ ）技术，传统的老式电话采用了（ ）技术。
4：使用计算机程序解决实际问题是信息加工的一种基本方法，下列哪一种问题更适合于用程序设计的方式来解决？
5：小强的家里只有一台电脑，开通了ADSL 宽带上网服务，在安装宽带时，网线的一头连接到计算机的网卡，另一头应该连接到（ ）。
6：ICP（Internet Content Provider）是指（ ）。
7：下列不属于信息采集工具的是（ ）。
8：下列选项中，全部都属于因特网提供的服务的是（ ）。
①万维网②新闻组③网上邻居④聊天服务⑤BBS ⑥防火墙
9：域名服务器DNS 上存放的是（ ）。
10：关于静态网页和动态网页说法不正确的是( )。
11：某公司需要将很多纸质文件录入到电脑里去，进行适当的修改后保存，如果通过人工一份份录入到电脑里去，不仅费时而且效率很低。因此，公司使用扫描仪将文件扫描到电脑中，然后借助软件将其识别成可以编辑的文本，大大的提高了工作效率。
扫描仪可以通过USB 接口连接到电脑中，下列设备中与扫描仪的接口相同的是（ ）
①U 盘②显示器 ③MP3 ④显卡⑤移动硬盘
12：观察图中Access 数据表，下列描述中正确的是（ ）。
13：小李的电脑上网时中毒了，他重新安装了操作系统，可是电脑上保存的声卡驱动程序也被病毒给破坏了，声卡无法使用导致小李不能听歌了，为了解决这个问题，下列方法中合适的有（ ）。
①到相应的官方网站上合法下载，也可以上网找到这些驱动程序，下载安装使用；
②去电脑城小贩处买一张自带很多声卡驱动的Ghost 版本的XP 系统盘，重新安装一下操作系统
③去销售电脑的经销商处拷贝驱动程序；
④找使用同类型声卡的朋友拷贝一份驱动程序；
14：IP 地址11000000101010000000000000001100 一般写成（ ）。
15：宽带网络连接业务一般找下列哪个机构办理？
<script> <br /> javascript:window.history.forward(1); <br /> </script>
[/code]
回复讨论(解决方案)
IE8及以下不会出现这种毛病
这回再看看，我是用火狐看的，你在看看吧，希望帮到你。
当前位置：
单项选择题列表
| style="max-width:90%"> |
1：在百度搜索引擎中使用相同的关键字进行多次搜索，每次搜索得到的结果网页不完全相同，这可能是因为该网站采用了（ ）。
2：某公司的销售部门在年底需要对全年的销售情况进行统计、分析，了解每种产品每个月的销售量变化趋势，总结出经验以便来年采取相应的措施改进！你认为销售部门应按（ ）的顺序进行。
①统计每种产品的全年销售总量、月平均销售量
②建立表格，录入每种产品全年每个月的销售量
③形成分析报告，得出结论
④建立图表展示出销售量趋势图
（信息技术学业水平考试模拟题 MakeByLiuYang(CopyRight@洋哥)
3：从数据交换技术的角度来说，电报系统采用了（ ）技术，IP 电话采用了（ ）技术，传统的老式电话采用了（ ）技术。
4：使用计算机程序解决实际问题是信息加工的一种基本方法，下列哪一种问题更适合于用程序设计的方式来解决？
5：小强的家里只有一台电脑，开通了ADSL 宽带上网服务，在安装宽带时，网线的一头连接到计算机的网卡，另一头应该连接到（ ）。
6：ICP（Internet Content Provider）是指（ ）。
7：下列不属于信息采集工具的是（ ）。
8：下列选项中，全部都属于因特网提供的服务的是（ ）。
①万维网②新闻组③网上邻居④聊天服务⑤BBS ⑥防火墙
9：域名服务器DNS 上存放的是（ ）。
10：关于静态网页和动态网页说法不正确的是( )。
11：某公司需要将很多纸质文件录入到电脑里去，进行适当的修改后保存，如果通过人工一份份录入到电脑里去，不仅费时而且效率很低。因此，公司使用扫描仪将文件扫描到电脑中，然后借助软件将其识别成可以编辑的文本，大大的提高了工作效率。
扫描仪可以通过USB 接口连接到电脑中，下列设备中与扫描仪的接口相同的是（ ）
①U 盘②显示器 ③MP3 ④显卡⑤移动硬盘
12：观察图中Access 数据表，下列描述中正确的是（ ）。
13：小李的电脑上网时中毒了，他重新安装了操作系统，可是电脑上保存的声卡驱动程序也被病毒给破坏了，声卡无法使用导致小李不能听歌了，为了解决这个问题，下列方法中合适的有（ ）。
①到相应的官方网站上合法下载，也可以上网找到这些驱动程序，下载安装使用；
②去电脑城小贩处买一张自带很多声卡驱动的Ghost 版本的XP 系统盘，重新安装一下操作系统
③去销售电脑的经销商处拷贝驱动程序；
④找使用同类型声卡的朋友拷贝一份驱动程序；
14：IP 地址11000000101010000000000000001100 一般写成（ ）。
15：宽带网络连接业务一般找下列哪个机构办理？
<script> <br /> javascript:window.history.forward(1); <br /> </script>
还是不行 在最新版本浏览器中就会乱层
我复制了2楼的代码
换了图片的地址
没有任何的层混乱啊
你看看你是不是哪里复制的不对了
IE9 会啊。 比如win8系统就会
Hot AI Tools
Undresser.AI Undress
AI-powered app for creating realistic nude photos
AI Clothes Remover
Online AI tool for removing clothes from photos.
Undress AI Tool
Undress images for free
Clothoff.io
AI clothes remover
AI Hentai Generator
Generate AI Hentai for free.
Hot Article
Hot Tools
Notepad++7.3.1
Easy-to-use and free code editor
SublimeText3 Chinese version
Chinese version, very easy to use
Zend Studio 13.0.1
Powerful PHP integrated development environment
Dreamweaver CS6
Visual web development tools
SublimeText3 Mac version
God-level code editing software (SublimeText3)
Hot Topics
1371
52
How to write an algorithm to find the least common multiple in Python?
Sep 19, 2023 am 11:25 AM
How to write an algorithm to find the least common multiple in Python? The least common multiple is the smallest integer between two numbers that can divide the two numbers. In mathematics, solving the least common multiple is a basic mathematical task, and in computer programming, we can use Python to write an algorithm for solving the least common multiple. The following will introduce the basic least common multiple algorithm and give specific code examples. The mathematical definition of the least common multiple is: If a is divisible by n and b is divisible by n, then n is the least common multiple of a and b. To solve the minimum
A quick way to calculate the inverse of a matrix - Numpy implementation
Jan 24, 2024 am 08:47 AM
Numpy is a well-known scientific computing library in Python, which provides rich functions and efficient computing methods for processing large multi-dimensional arrays and matrices. In the world of data science and machine learning, matrix inversion is a common task. In this article, I will introduce how to quickly solve the matrix inverse using the Numpy library and provide specific code examples. First, let's introduce the Numpy library into our Python environment by installing it. Numpy can be installed in the terminal using the following command: pipinsta
Using C language programming to solve the greatest common divisor
Feb 21, 2024 pm 07:30 PM
Title: Use C language programming to implement the greatest common divisor solution. The greatest common divisor (Greatest Common Divisor, GCD for short) refers to the largest positive integer that can divide two or more integers at the same time. Solving for the greatest common divisor can be very helpful for some algorithms and problem solving. In this article, the function of finding the greatest common divisor will be implemented through C language programming, and specific code examples will be provided. In C language, you can use the Euclidean Algorithm to solve the maximum
How to use Python to implement the algorithm for solving factorial?
Sep 19, 2023 am 10:30 AM
How to use Python to implement the algorithm for solving factorial? Factorial is an important concept in mathematics. It means that a number is multiplied by itself minus one, then multiplied by itself minus one, and so on until it is multiplied to 1. Factorial is usually represented by the symbol "!". For example, the factorial of 5 is expressed as 5!, and the calculation formula is: 5!=5×4×3×2×1=120. In Python, we can use loops to implement a simple factorial algorithm. A sample code is given below: deffacto
Learn how to find the greatest common divisor in C language
Feb 21, 2024 pm 11:18 PM
To learn how to find the greatest common divisor in C language, you need specific code examples. The greatest common divisor (Greatest Common Divisor, GCD for short) refers to the largest positive integer among two or more integers that can divide them. The greatest common denominator is often used in computer programming, especially when dealing with fractions, simplifying fractions, and solving problems such as the simplest ratio of integers. This article will introduce how to use C language to find the greatest common divisor and give specific code examples. There are many ways to solve the greatest common divisor, such as Euclidean
Writing a program to solve modular equations in C/C++?
Sep 12, 2023 pm 02:21 PM
Here we will see an interesting problem related to modular equations. Let's say we have two values A and B. We must find the number of possible values that variable X can take such that (AmodX)=B holds. Suppose A is 26 and B is 2. So the preferred value of X would be {3,4,6,8,12,24}, hence the count of 6. This is the answer. Let's take a look at the algorithm to understand better. Algorithm possibleWayCount(a,b)−begin ifa=b,thenthereareinfinitesolutions ifa
C/C++ program to find the nth Fibonacci number?
Sep 12, 2023 pm 06:01 PM
The Fibonacci sequence is a sequence of numbers in which the next term is the sum of the previous two terms. The first two terms of the Fibonacci sequence are 0 followed by 1. In this problem, we will find the nth number in the Fibonacci sequence. To do this we will count all the numbers and print n items. Input:8Output:011235813 Description 0+1=11+1=21+2=32+3=5 Use a For loop to sum the first two items as the next item Example #include<iostream>usingnamespacestd;intmain(){ intt1= 0,t2=1,n,i,nextTerm;&am
How to solve for powers of 2 in PHP?
Mar 28, 2024 am 11:09 AM
Title: How to solve for powers of 2 in PHP? Specific code examples are shared in PHP programming. Solving the power of numbers is a common requirement, especially in some algorithms and mathematical calculations. This article will discuss in detail how to solve the power of 2 in PHP and provide specific code examples for your reference. In PHP, you can use the exponentiation operator ** to calculate powers. For powers of 2, calculate $2^n$, where $n$ is the exponent of the power. Below we will implement this calculation in a few different ways. Method 1: Use ** luck
