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考生要善于总结归纳
时间:2019年05月03日

1.审题是获取信息和思考的过程,是解题最重要的环节。审题一定要慢,仔细研读题目中包含的各种隐晦信息,找出出题者要考察的重点在哪儿。
2.读题要慢,答题要快。很多考生没有养成认真审题的习惯,往往匆匆一看,就接着做题,导致漏掉了一些关键信息,耗费很长时间都解不出来,想快却慢了。
3.学好数学的关键就是多做题,在数量达到一定程度时,考生要善于总结归纳,对习题所涉及的知识和解题方法进行总结,脑子里积累的方法多了,解题思路就会更开阔,再遇到类似的题目时就会举一反三,大大提高做题速度。
4.速度是平常练出来的,在平时有意识的进行计时训练,改变以往散漫的习惯。不管是在平时练习还是考试,考生不妨准备一块手表,提醒自己加快做题速度。
5.正确理解习题所涉及的内涵和本质
数学多做练习,并不意味着搞“题海战术”,忌“小题大做”。考生要明白每个出题者的意图,对考察次数比较多的考点多加练习,对公式、概念理解的越透彻,解题速度就越快。
考生在拿到考卷时要通览全卷,了解摸透题情,克服“前面难题做不出,后面易题没时间做”的难题。根据自己的实际,果断跳过啃不动的题目,从易到难,可以增强信心,但也要注意认真对待每一道题,力求有效,不能走马观花,有难就退。
数学在春季高考总分中占有很大比重,可谓把握住了数学,对春考成绩的提升有很大帮助。为此,建议春考生要多拿出时间和精力把数学成绩给提上去。
These five points help you solve the problem of slow math problem solving
 
1. Examination is the process of obtaining information and thinking, and is the most important link in solving problems. The examination of a topic must be slow. Read carefully the various obscure information contained in the topic and find out where the key points of the author should be inspected.
 
2. Read the questions slowly and answer them quickly. Many candidates do not develop the habit of seriously examining questions. They often look at the questions in a hurry and then do them. As a result, some key information is omitted, which takes a long time to solve, but they think fast but slowly.
 
3. The key to learn mathematics well is to do more exercises. When the number reaches a certain level, candidates should be good at summarizing and summing up the knowledge and methods involved in exercises. If there are more methods accumulated in their minds, they will have a wider way of solving problems. When they encounter similar problems, they will draw opposite conclusions and greatly improve the speed of doing problems.
 
4. Speed is usually practiced, in peacetime conscious timing training, change the past scattered habits. Whether it's practice or exam, candidates might as well prepare a watch to remind themselves to speed up the problem.
 
5. Understanding the connotation and essence of exercises correctly
 
To do more exercises in mathematics does not mean to engage in "sea-question tactics" instead of "making a mountain out of a molehill". Candidates should understand the intentions of each question maker, and practice more on the test points with more times. The more thorough they understand the formulas and concepts, the faster they can solve the problems.
 
When candidates get the exam papers, they need to go through the whole volume, understand the situation of the questions, and overcome the problem that "they can't solve the problems in front, but have no time to do the problems in the back". According to our own reality, we can enhance our confidence by jumping over the immovable problems from easy to difficult, but we should also take each problem seriously and strive to be effective. We can't wait and see what's going on.
Mathematics occupies a large proportion in the total scores of the spring college entrance examination. It can be said that we have grasped mathematics and it is very helpful to improve the results of the spring entrance examination. Therefore, it is suggested that spring examinees should devote more time and energy to improving their math scores.

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