What math tutorial books do liberal arts students use, and what books do liberal arts students use t

The school should have a workbook (if you don't have one, just buy an exercise book that is synchronized with the curriculum), and after you understand the exercises in the math book, you just need to find the same type of questions in the workbook as in the book! If you are learning mathematics, especially those with poor foundation, you must first understand the example problems in the book before you find a problem similar to the example problems to do! Don't just do the easy ones or attack the hard ones!

Although mathematics requires more problems and more practice, it is not enough to blindly seek more, and it is easy to lose confidence in mathematics. After understanding the question types taught in the book, we can consolidate these question types, grasp the basics, and how many problems can be done. I can guarantee that your math score will definitely not be less.

In addition to these, I want to do well in the exam, which is to get the multiple-choice questions, fill-in-the-blank questions and the first three major questions of the "three-year simulation of the annual college entrance examination (national version and new course standard version)".

In fact, many times it is useless to buy a tutorial book and do too many topics, the key is to have a long memory.

That's right, science questions also need to be memorized.

It is recommended that when you are learning mathematics, make a set of mistakes for the problems you make wrong in each homework, and do it again without looking at your original approach (of course, you must ensure that you do it right once), and then see if your original approach is wrong, which step is wrong at the beginning, and why it is wrong. This method is much better than the sea of questions tactic.

Don't forget to write down the cause of the mistake on the problem book as well.

In addition, after each problem, you must summarize the methods and ideas for doing this problem (many of the methods and ideas of math problems are not consistent to the end, they need to be segmented, what is the method used in this paragraph, the commutation method, the construction method, etc.), if you encounter a similar problem, you must be able to immediately reflect the problem you have done before in your mind.

Looking at the way you look, do you feel like you didn't understand the class?

When making a wrong question set, it's best to ask the teacher. The teacher will also be very welcome, and will give you a step-by-step explanation, the idea is clearer, and may also provide you with a variety of ways to solve the problem (note: the method of solving the problem is very important, in high school, many questions can be solved in one question).

Doing more is just a universal tactic, not the most efficient one.

Of course, it depends on each person's situation, so you might as well try it this way.

I thought that if I didn't like math, I would be very inefficient to do so many new problems.

Liberal arts math is simple. The science exams are very basic, let alone the liberal arts. Don't blindly do too many questions, which will take time and complicate the knowledge.

Liberal arts, in fact, carefully understand the example questions in the textbook, understand the basic knowledge thoroughly, and be able to use it. In addition, you can make a little roll. Tianli 38 sets, you see how it is, make one set a week.

Mathematics: Five-year college entrance examination and three-year simulation (national version and new course standard version) Tianli 38, if you want to do difficult problems, there is also Southern Phoenix Terrace.

Politics: The Golden Key (I don't know if there is one).

History: Five-year college entrance examination three-year simulation, "High School History Problem Solving Dictionary" published by Northeast Normal University Press

Geography: "Individual Breakdowns" (divided into regional geography, physical geography.

Backgammon or the road to success, focus on the basics, start with the textbook first, don't ask for too many problems, and do more exercises.

Wang Houxiong's "Complete Interpretation".

Question 1: How many books do you need to learn in high school mathematics and liberal arts? 7 books.

Compulsory 1 (Chapter 1: *Chapter 2: Functions Chapter 3: Exponential and Logarithmic Functions Chapter 4: Applications of Functions).

Compulsory 2 (Chapter 1: Elementary Solid Geometry Chapter 2: Preliminary Analytic Geometry) Compulsory 3 (Chapter 1: Statistics Chapter 2: Preliminary Algorithms Chapter 3: Probability).

Core 4 (Chapter 1: Trigonometric Functions, Chapter 2: Plane Vectors, Chapter 3: Trigonometric Identity Deformation).

Compulsory 5 (Chapter 1: Number Sequence, Chapter 2: Solving Triangles, Chapter 3: Inequality).

Elective 2 1 (Chapter 1: Common Logical Terms, Chapter 2: Space Vectors and Solid Geometry, Chapter 3: Conic Curves and Equations).

Elective 2 2 (Chapter 1: Reasoning and Proof Chapter 2: Rate of Change and Derivatives Chapter 3: Applications of Derivatives Chapter 4: Definite Integrals).

Question 2: Which books do you study for high school mathematics and liberal arts and science in the A version of Renjiao? Compulsory courses 1 to 5, both arts and sciences must be studied.

Liberal Arts Electives 1-1, 1-2. Science electives 2-1, 2-2, 2-3. There are also elective 4-work, 4-2, 4-4, 4-5.

Generally, each school chooses two out of four books.

Question 3: What is the difference between liberal arts and science in the college entrance examination? What books are tested in mathematics? Liberal Arts Mathematics: Compulsory 1---5, Elective 1--1, 1---2, 4--4 or 4--5

Science and Mathematics: Compulsory 1---5, Elective 2--1, 2---2, 2---3, 4--4 or 4--5.

Question 4: Which mathematics books do liberal arts students learn Compulsory 1-5, Elective 1-1, Elective 1-2, Elective 4-1, Elective 4-4, Elective 4-5

Question 5: What electives should high school mathematics and liberal arts students take? High School Mathematics (Liberal Arts):

Compulsory Parts: Compulsory 1, Compulsory 2, Compulsory 3, Compulsory 4, Compulsory 5, Elective 1-1, Elective 1-2; Elective part: Elective 4-1 (Selected Lectures on Geometric Proofs), Elective 4-2 (Matrices and Transformations), Elective 4-4 (Coordinate Systems and Parametric Equations), Elective 4-5 (Selected Inequalities).

Note: The compulsory part of the college entrance examination is a compulsory question, and the optional part is an optional question (choose one of the three).

Question 6: How many books are there on mathematics for liberal arts students in the Shenzhen college entrance examination? Which ones are they? Liberal Arts is compulsory 1-5, elective 1-1, 1-2, and elective 4-series.

The People's Education Publishing House uses version A.

Question 7: Which books are elective books for high school Chinese mathematics! Thank you o( o thank you Compulsory 1, Compulsory 2, Compulsory 3, Compulsory 4, Compulsory 5;

Elective 1-1, Elective 1-2;

Elective 4-1, Elective 4-4, and Elective 4-5 are all studied in each high school. In each of the three books, students choose only one question according to their own situation.

Question 8: What books are tested in the college entrance examination for high school Chinese mathematics? All compulsory exams are required, and elective 1-1 and 1-2 are compulsory; Elective 4-1, 4-2, 4-5 are optional questions, choose one of the three, but it is recommended that you learn them all, and look at that and write that simply during the college entrance examination.

Liberal arts mathematics materials are:

1. Complete Interpretation of the New Textbook. It is a set of synchronous explanation tutorials that integrate textbooks, teaching references, workbooks, after-class exercise answers, extracurricular materials, etc. At the same time, the introduction of practical and effective scientific learning methods, the use of novel knowledge point explanation forms, for students to provide more efficient skills for the examination of scores, for teachers to teach, homework to provide an important reference.

2. "Top Student Case". This paper summarizes four targeted learning strategies, namely, intensive test points, general learning methods, specialized question types, and expanded thinking, which have advantages in daily study, homework, review and examination.

3. "Xiaogan High School Knowledge Recitation". Based on the curriculum standards and examination syllabus, it covers the knowledge items required by the new curriculum standards.

It is recommended to use the "College Liberal Arts Mathematics Study Tutor".

College Liberal Arts Mathematics Learning Tutorial is a supporting textbook for the 2l century curriculum textbook "College Liberal Arts Mathematics", which is a mathematics learning reference book specially compiled for liberal arts students.

Key features:

1. The explanation of mathematics topics is simple and concise, concise, well-organized, and focused. In view of the fact that the current general university liberal arts and mathematics textbooks cannot introduce the methods and skills of problem solving in a large space, and that many students, especially liberal arts students, still find it very difficult to solve problems, this book has made more careful consideration in the content selection and structural design.

2. Guide students to understand the meaning of the question by reading the question; Analyze the main knowledge points required for the topic; choose appropriate methods and techniques; Learn the format of problem solving and the description of key steps, and finally enable students to better understand and master the relevant basic concepts through a certain number of exercises.

3. According to the characteristics of liberal arts students, this book highlights the understanding of the basic ideas of mathematics, emphasizes the training of students' mathematical thinking and the understanding of some humanistic spirits, so as to improve the level of mathematical knowledge and cultural quality of liberal arts students.

Chinese: Because of your poor classical Chinese organization skills, you can choose, one of the Longmen High School series of classical Chinese training is very good, involving explaining words, translating sentences, and even summarizing fake words...

Mathematics: 5 years of college entrance examination 3 years of mock ,,, it is recommended to choose version A, which is relatively simple, and it is a basic question, with a small amount but a rich number of question types. . . Then you can do Tianli 38 sets of mock series or real question series, which is very helpful...

English: The grammar and reading of the series of frenzy are very suitable for you, but the improvement of reading scores is not in doing questions, doing questions is just to train speed and body feeling, it is recommended to memorize level 4 English words, enrich vocabulary, recognize words, and the questions will not be impossible. . .

Politics: It's great to do the big questions of the series, but it's a little small.

Geography: Although it is not a college entrance examination series,,, I personally think that after the completion of this book, the geography of China and the world are in my heart.

Our teachers generally recommend doing 5 years of college entrance examination and 3 years of simulation, do you do backgammon? This is very good.

Wang Houxiong's textbook is completely interpreted, most of them are some knowledge points and example questions, and there are also some college entrance examination questions, and there are not many questions to do. When I usually do homework, I can often find the original question in it.

Personally, I think it's boring to do too much, and if you lose points in ancient Chinese translation, it should be a problem that you usually accumulate, such as wrong sentence judgment, failure to grasp key words, or lack of smooth language.

Your English reading comprehension is not good, but don't buy random books for reading, some reading questions are useless, our teacher said that it is better not to do it.

The liberal arts can be used in the "5-year college entrance examination and 3-year simulation", with detailed explanations of answers, real college entrance examination questions, and basic knowledge collation, and analysis of error-prone and difficult points.

The one with the white skin. For you.

The high school textbook is fully explained by Xue Jinxing's book.

New Auxiliary Teaching.

I'm from here, and I just graduated this year.

As a liberal arts student, I think it's better to buy some exercises to do.

Especially in mathematics, if you are not good at mathematics, you really need to buy more workbooks to do, whether it is a fresh, sophomore or senior year of high school. (If you are good at liberal arts and math, you have an advantage!!) ）

No one can reach the sky in one step, so be sure to lay a good foundation. If this brother believes it, he will start from high school. I regret that I didn't lay a good foundation in mathematics in the first year of high school, and I didn't work hard until the review stage of the third year of high school.

As for subjects such as politics, history, and geography, as long as your old Qi Chen's coder is responsible enough, he will basically send you a lot of exercises to do.

There are a lot of political backrests, as long as you listen carefully in class, it's basically OK, because it will answer more words, so you don't need to buy too much information. The main thing is to organize the knowledge framework yourself (which is useful).

History depends on the combination of understanding and memorization, and my own thinking in answering history questions is relatively narrow, and teachers often talk to me. I think what my teacher said is very right, you should do more targeted exercises, don't do it blindly, pick and do what you are not good at.

Geography, for me, is a chronic disease, and it has always tormented me deeply. Maps are very important, memorize the knowledge points, and find the corresponding exercises to do.

Don't blindly use tutorial books, otherwise it will be self-defeating.

1. English and Mathematics, prepare in advance.

2. You can buy: Beijing Education Publishing House's "Basic Knowledge Manual" and other basic teaching aids, only one set. You don't have to buy a lot of them, just keep them simple and practical.

3. You can go online in advance to read some college entrance examination papers and college entrance examination syllabus. Enter the test-taking state early. Be confident.

Three from one big - everything from the difficulty, all strict, everything from the actual combat, large amount of training.

4. Chinese and English grammar should be mastered. Grammatical backbones such as subject-verb-object-definite complements, infinitives, clauses, direct and indirect speeches should go deep into the bone marrow. Regular phrases and common phrases must be memorized, and new words can be memorized from time to time every day.

5. In the formulas of mathematics, theorems and inferences other than axioms must be deduced by themselves. Homework should be completed quickly and correctly. It is necessary to know what it is and why it is so.

6. The questions of the college entrance examination are derived from the textbooks, which are difficult to teach the textbooks, and more than 70% of them are basic and intermediate questions, and the textbooks are the top priority.

7. Middle school English and mathematics are important basic courses for most practical and difficult majors, which are crucial for choosing a major in the future. It is a discipline that plays a strategic core role.

Remember a sentence: everything is not as good as its sect, first sort out the exam syllabus, set feasible goals, use the method of Tian Ji horse racing to deal with the exam, eat meat first and then gnaw bones. Usually, you can watch more of the Battle of Julu or the Battle of Sarhu, and I will only go all the way with him.

This is how you can focus.

The heart can't calm down, one way: refer to Xiang Yu, the overlord of Western Chu, who broke the cauldron and sunk the boat, and won nine battles and nine victories. Capture and kill 400,000 Qin troops.

Wu Shengyi is absolutely Guan Yu, warm wine beheads Huaxiong, beheads Yan Liang, and punishes Wen Chou. Pass five levels and kill six generals. Treat exams as if they were a war.

Use momentum to replace the buoyancy and dryness.