Postgraduate Examination Review Methods and Find the 2007 Mathematics I Postgraduate Examination Syl

Go to the graduate school entrance examination network to take a look. Lots of experience.

The review of mathematics for the postgraduate entrance examination, it is recommended that you search: Kaolijie **The course is very good, including the latest of many tutorial classes such as New Oriental, Wendeng, Wendu, Haitian, Qihang, Enbo, etc., which includes the whole course from basic to intensive to sprint. The latest postgraduate entrance examination ** course has been fully updated and launched, the official original **, high quality and low price!

**class, the class time is more comprehensive and systematic, and there is no interference, the most important thing is to listen repeatedly, calm down and learn, the effect is of course very good. The teacher is in place, and the brother is very clear, and you can use free electronic handouts.

You are also going to graduate school, how many types of mathematics are you, what school are you going to be into?

Before the end of this semester, I will read high math, line generation, and probability. From summer to September, I will read the full number of the review, in October I will read the second time, in November I will see 660 questions, and from December to January, I will read the real questions of the postgraduate entrance examination and read the full number of the review. The normal speed should be like this.

Don't be in a hurry, I'm also taking the math test, but it's last year, hehe, I'm reviewing like this, I hope it will be useful to you Before the summer vacation, read the books on high mathematics and linear algebra well, and pay attention to the after-class questions, especially the questions for the total review, which are not bad. Then read Li Yongle's math review materials twice during the summer vacation Pay attention to be serious And focus on doing the questions yourself Figure out the concept or something Then I have to do the real questions from September, I do a set every three days, that is, do it again and then sort out the wrong questions, Note that if you can't, you have to look back in time, and finally do the real question twice again I'm like this, I hope it's a little useful Hehe.

Let's read the textbook first, read Chen Wendeng or Li Yongle's book after reading the textbook, read it at least three times, and then read the real questions, anyway, mathematics is a long way to go, and you have to work hard.

I read the textbook first, and did the exercises at the back of the textbook. This should be read before September, and I will do a review of the subjective questions, and the objective questions will be classified, and finally the real questions.

Let's take a look at the real questions first, understand what they have tested in previous years, and then have your own ideas

Read the book first, then do the questions, do the ones that have been done again, and finally do the real questions.

I don't know what number you count in math?

Counting one and two is more difficult, while counting three is relatively simpler.

If you start to review now, you can read the textbook while accompanying a reference book, and the book is generally used to review the whole book by Li Yongle or Chen Wendeng.

And the question is very important, you can match some exercises at a certain stage, Li Yongle's 660 question is not bad. You don't need to buy too many reference books, you have to be refined, you have to read them several times, especially to review the whole book, and you have to do the questions all the time. Have a bottom in your heart and take your time.

The questions on the exam are easier than the ones you usually do.

You also have to set the right goals for yourself, if you don't have a good foundation in math, you don't have to set your math score too high, just put pressure on yourself and do what you can. Review carefully, work hard 120+, 130+ is not a problem.

The math Chen Wendeng series is good and has a good reputation.