Examination is a process of obtaining information and thinking, and it is a very important part of problem solving. Examine the topic slowly, carefully study the various obscure information contained in the topic, and find out where the key point of the question maker is.

讀題要慢，答題要快。很多考生沒(méi)有養(yǎng)成認(rèn)真審題的習(xí)慣，往往匆匆一看，就接著做題，導(dǎo)致漏掉了一些關(guān)鍵信息，耗費(fèi)很長(zhǎng)時(shí)間都解不出來(lái)，想快卻慢了。

Read slowly and answer quickly. Many examinees do not form the habit of serious examination, often in a hurry to see, then do the question, resulting in missing some key information, spend a long time can not solve, think fast but slow.

學(xué)好數(shù)學(xué)的關(guān)鍵就是多做題，在數(shù)量達(dá)到一定程度時(shí)，考生要善于總結(jié)歸納，對(duì)習(xí)題所涉及的知識(shí)和解題方法進(jìn)行總結(jié)，腦子里積累的方法多了，解題思路就會(huì)更開闊，再遇到類似的題目時(shí)就會(huì)舉一反三，大大提高做題速度。

The key to learn mathematics well is to do more questions. When the number reaches a certain level, candidates should be good at summarizing and summarizing the knowledge and solving methods involved in the exercises. With more methods accumulated in their minds, the idea of solving problems will be more open. When they encounter similar problems, they will draw inferences from one instance and greatly improve the speed of doing problems.
          

速度是平常練出來(lái)的，在平時(shí)有意識(shí)的進(jìn)行計(jì)時(shí)訓(xùn)練，改變以往散漫的習(xí)慣。不管是在平時(shí)練習(xí)還是考試，考生不妨準(zhǔn)備一塊手表，提醒自己加快做題速度。

Speed is usually out of practice, in the usual conscious timing training, change the past casual habits. Whether in the usual practice or examination, candidates might as well prepare a watch to remind themselves to speed up the problem.

正確理解習(xí)題所涉及的內(nèi)涵和本質(zhì)

Correctly understand the connotation and essence of exercises

數(shù)學(xué)多做練習(xí)，并不意味著搞“題海戰(zhàn)術(shù)”，忌“小題大做”?？忌靼酌總€(gè)出題者的意圖，對(duì)考察次數(shù)比較多的考點(diǎn)多加練習(xí)，對(duì)公式、概念理解的越透徹，解題速度就越快。

Doing more exercises in mathematics does not mean practicing "sea tactics" and avoiding "making a mountain out of a molehill". The examinee should understand the intention of each question maker, and practice more in the examination sites with more times of investigation. The more thorough the understanding of formulas and concepts, the faster the problem-solving speed.

考生在拿到考卷時(shí)要通覽全卷，了解摸透題情，克服“前面難題做不出，后面易題沒(méi)時(shí)間做”的難題。根據(jù)自己的實(shí)際，果斷跳過(guò)啃不動(dòng)的題目，從易到難，可以增強(qiáng)信心，但也要注意認(rèn)真對(duì)待每一道題，力求有效，不能走馬觀花，有難就退。

When getting the test paper, the examinee should read through the whole paper, understand the situation of the question, and overcome the problem of "the difficult problem ahead can not be solved, and the easy problem behind has no time to do". According to their own reality, decisively skip the gnawing immovable topic, from easy to difficult, can enhance confidence, but also pay attention to take every problem seriously, strive to be effective, can't take a cursory look, difficult to retreat.

數(shù)學(xué)在春季高考總分中占有很大比重，可謂把握住了數(shù)學(xué)，對(duì)春考成績(jī)的提升有很大幫助。為此，建議春考生要多拿出時(shí)間和精力把數(shù)學(xué)成績(jī)給提上去。

Mathematics accounts for a large proportion in the total score of spring college entrance examination. It can be said that mastering mathematics is of great help to the improvement of spring college entrance examination results. To this end, it is suggested that the spring candidates should take more time and energy to improve their math scores.