阅读细节题

细节理解题解题技巧

全国及各省、市均有对此题型的考察，无一例外。

细节理解题要求考生对阅读材料中的某一具体事实和细节进行理解。它们大都是根据文章中的具体信息如事实、例证、原因、过程、论述等进行提问的。有些问题可以在文章中直接找到答案，有些则需要我们在理解的基础上将有关内容系统化才能找到，比如计算、排序、是非判断、图形比较等。常见的命题方式通常有：

1.特殊疑问句形式。以when, where, what, which, who, how much/many等疑问词开头引出的问题；

2. 以是非题的形式。true /false, not true / false或EXCEPT；

3. 以According to…开头提问方式；

4. 以填空题的形式.

5. 就文中数字、排序、识图等提问。

解题思路与应试技巧

细节题是针对文中某个细节、某句话或某部分具体内容设置问题，正确答案的根据一定可以在原文中找到，即原文的改写往往成为正确选项。

通常细节题的正确选项有以下特征：

1、对原文句子中的关键词进行替换。把原文中的一些词换成意义相近的词，成为正确选项。

2、词性或者语态的变化。把原文中的一些词变换一下词性，或者改变原文句子的语态，给考生制造障碍。

3、语言简化。把原文中的复杂语言现象进行简化，成为正确答案。

4、正话反说。把原文中的意思反过来表达而成为正确选项(适用于寻找错误选项的题目)。

干扰项也是以文章中的某个细节设题，若不仔细辨别，很容易把它当成正确选项。干扰项有以下特征：

1、将原文内容扩大或缩小。把原文中的限定词去掉或替换，使该选项看似正确，实际上却是错误选项。

2、把未然当已然。改变文中某句话的时态，如把将来时变成现在时，把未发生的事情当成已发生的事情。

3、无中生有。即选项内容是根据主观想象或推测得出的结论，而文中并未涉及。

4、偷换概念。把原来做该事的“张三”换成“李四”，所述细节确实与原文一致，一不小心就会误选。

5、文不对题。这类题最不容易辨别，选项中的描述与原文完全一致，确属原文中的一个细节，这时要回到题干，看该选项是否能回答题干所提的问题。

做细节理解题时，大多数学生易出现的问题是阅读速度太慢，缺乏一定的快速阅读技巧，考生要培养自己快速获取信息的能力。解答此类试题时，不必通篇细看原文，而常常可采取―带着问题找答案”的方法．先从问题中抓住关键性词语。然后以此为线索。要快速地辨认和记忆事实或细节，就要恰当地运用略读及查读的技巧快速在文章中寻找与此问题相关的段落、语句．仔细品味，对照比较．确定答案。除了运用扫读法(scanning)外，还可以兼用排除法．将―无此细节”和“与此细节相反”的选项排除。

了解细节题干扰选项的特点也有助于考生提高答题的正确率。一般情况下，干扰项有如下几个特点：（1）是原文信息，但不是题目要求的内容；（2）符合常识，但不是文章内容；（3）与原文的内容极其相似，只是在程度上有些变动；（4）在意思上与原文大相径庭甚至完全相反；（5）部分正确，部分错误。

值得一提的是，有时原文中的信息可能只是一个短语，甚至一个单词，因此需要我们在阅读中特别仔细才能捕捉到真正有用的信息。

下面结合最新高考试题，对细节题的不同类型加以解读：

1．描写类细节题

描写类细节题，常常考察考生对文中有关人物动作、思想感情、心理活动、观点，或事件的起因、发展、过程、结果等方面的理解。这类描写信息往往较直接，一般不太需要考生对它们进行较深入的理解，对于该类题，考生一般都可以较直接地从原文中找到与题

目对应的有关信息。

例题：（2005年全国高考—上海卷A篇）

You either have it, or you don’t—a sense of direction, that is. But why is it that some people could find their way across the Sahara without a map, while others can lose themselves in the next street?

Scientists say we’re all born with a sense of direction, but it is not properly understood how it works. One theory is that people with a good sense of direction have simply worked harder at developing it. Research being carried out at Liverpool University supports this idea and suggests that if we don’t use is, we lose it.

―Children as young as seven have the ability to find their way around,‖ says Jim Martland, Research Director of the project. ―However, if they are not allowed out alone or are taken everywhere by car, they never develop the skills.‖

Jim Martland also emphasizes that young people should be taught certain skills to improve their sense of direction. He makes the following suggestions:

●If you are using a map, turn it so it relates to the way you are facing.

●If you leave your bike in a strange place, put it near something like a big stone or a

tree. Note landmarks on the route as you go away from your bike. When you return, go back along the same route.

●Simplify the way of finding your direction by using lines such as streets in a town,

streams, or walls in the countryside to guide you. Count your steps so that you know how far you have gone and note any landmarks such as tower blocks or hills which can help to find out where you are.

Now you need never get lost again!

65. Scientists believe that_______.

A. some babies are born with a sense of direction.

B. people learn a sense of direction as they grow older

C. people never lose their sense of direction

D. everybody possesses a sense of direction from birth

66. What is true of seven-year-old children according to the passage?

A. They never have a sense of direction without maps

B. They should never be allowed out alone if they lack a sense of direction

C. They have a sense of direction and can find their way around

D. They can develop a good sense of direction if they are driven around in a car.

68. According to the passage, the best way to find your way around is to ________.

A. ask policemen for directions.

B. use walls, streams, and streets to guide yourself

C. remember your route by looking out for steps and stairs

D. count the number of landmarks that you see

2．数据计算题

此类试题一般要求考生能根据阅读材料中给出的有关数据，找出计算关系，通过计算，得出正确的结论。这类计算一般来说比较简单，关键是要弄清各数据间的逻辑关系，选准比较的数据，弄清单位换算关系，确定计算方法，问题便迎刃而解了。对于数据较多、项目复杂用时间或空间跨度较大的短文，通常可采用“列表法”，即按一定的规律将数据分门别类地列出，化模糊为清晰，为计算打下基础。对于相对不太复杂的数据，可采用“推算法”，即以有关数据为基准，进行简单的运算就可得出。

例题：（2005年全国高考—安徽卷D篇）

Tuition Fees (学费)

Tuition fees are different from department to department, generally from $5,000 to $6,000 a year. For further information: tui @ waikato．ac．nz.

Accommodation (住宿)

You can have a room in a 4-bedroom flat, which will cost about $100 a month with other regular living costs of about $150 a month for one person. For further information: acc@ waikato．ac．nz