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If you want to explain, you can buy the test center for simultaneous interpretation. If your foundation is not very good, you can buy a top student case, the book is not as famous as the queen, but the quality is definitely okay.
Then if you usually improve or something, you can buy books from East China Normal Publishing House.
When buying reference books, you should pay attention to the publishing house, generally the publishing houses of East China Normal University and Nanjing University are very good, and then the books of Tianxing Education are also good, of course, this is relative to the third year of high school.
If you are a freshman or sophomore in high school, it is recommended that a solid foundation is the most important, honestly figure out what the teacher said in class, and then learn to draw inferences from one another.
There should be a wrong question book, and then it is recommended to use a loose-leaf one for easy classification.
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I don't recommend buying 53, although I worked, but I also came from the college entrance examination, and in a few years, I suggest that you read the book first, understand every word in the book, and then do the exercises, and don't be in a hurry to buy the exercise book.
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First of all, you are in the first year of high school, and secondly, your score is around 60, which proves that your mathematical foundation is not very good, so it is recommended that you read 5 3 This book has the explanation and assessment of the basic knowledge part, and you can choose other workbooks to a certain extent.
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The workbook can be used in the "College Entrance Examination Must Brush Questions", there are many in the 6.7 series, and the teaching assistants can use "Complete Interpretation of the Textbook", "Heavy and Difficult Manual" and "All Easy to Pass". The key is to understand the essence of physics topics thoroughly, and then you can touch the class. In fact, most of them on the market are similar.
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If you have a poor foundation, I recommend "Over Again", color printing, learning and thinking in one, as well as a summary of knowledge points (I usually use this book for brushing questions).
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1. Compulsory questions in high school.
This workbook is a synchronous exercise, which is more suitable for writing homework after the lecture on the same day, and will master the knowledge in an all-round way.
2. Go over and over again.
The form is similar to the required questions, and it is also recommended.
3. The college entrance examination must be brushed.
This set is more comprehensive, more suitable for comprehensive review, there are difficult problems, the overall basic is mainly if you score between 110 and 130, this set is more recommended.
4. Five-three Needless to say, the reason for placing it in the fourth place is that the number of questions is less than the above three five-three, but it is very helpful for the understanding of knowledge.
5. If you want to hit the high score, I recommend a set of books called "Have You Really Mastered the Mathematics of the College Entrance Examination?" There are four books in total, and after eating these four books thoroughly, you will be able to walk into the college entrance examination room with ease, and you will have the bottom of your heart.
6. If your score is stable at about 142, then I recommend you to do two books of functions and sequences in the "Olympiad" small blue book series, which are extremely helpful for the last question of the college entrance examination.
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There are a lot of easy-to-use teaching and auxiliary workbooks in high school, and using good teaching assistants can really save a lot of effort and time.
The advantage of doing small questions is to improve the accuracy of multiple choice questions, spend a small amount of time practicing more test points, and the knowledge points are also comprehensive.
"Problem Solver" has knowledge points to explain and sort out, these dry goods can be read before doing the question, and then use these knowledge points to solve the problem when doing the problem, practice to improve their problem-solving ability, and the answers are also detailed.
"Mathematics Foundation 2000 Questions" is suitable for those with poor mathematics foundation, all of which are selected real questions, topic foundation, and high school mathematics score can be brushed this book.
The difficulty of "College Entrance Examination Must Brush Questions" is medium to high, which is suitable for brushing after laying a good foundation, brushing in the sprint improvement stage, and breaking through the bottleneck period.
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If you just want to cope with the exam, you can take a look at it casually, if you are really interested or you can have an in-depth understanding of the postgraduate entrance examination in the future, and by the way, you can do the source of the question to explore a thousand questions.
Zhang Yu's series of books are all good, and after completing the full set of graduate school entrance examinations that year, among the students who were admitted, I scored 20 to 30 points more in mathematics than most of them.
In addition, my younger brother is also studying in his freshman year, and I recommended Zhang Yu's eighteen lectures to him, and he did it with relish.
Advanced mathematics refers to a part of the complex objects and methods of mathematics compared with elementary mathematics and secondary mathematics, and the algebra, geometry, and simple set theory and logic in middle school are called intermediate mathematics, which is regarded as the transition between elementary mathematics in primary and secondary schools and advanced mathematics in college.
It is generally believed that advanced mathematics is a fundamental discipline formed by calculus, more advanced algebra, geometry, and the intersection between them. Topics include: sequences, limits, calculus, spatial analytic geometry and linear algebra, series, and ordinary differential equations.
The basic subjects of the graduate examinations of engineering, science, and finance and economics.
It is generally believed that advanced mathematics is a basic discipline formed by calculus after the 17th century, and the more in-depth algebra, geometry, and the intersection between them. Compared with elementary mathematics and intermediate mathematics, mathematics is more difficult and belongs to university courses, so it is often called "advanced mathematics" and "calculus" in textbooks.
Different majors in science and engineering. Students of various majors in literature and history learn slightly shallower mathematics, and different majors in literature and history have different levels of depth. It is higher mathematics that studies variables, but higher mathematics does not only study variables.
As for the courses that accompany "advanced mathematics", there are usually linear algebra (advanced algebra for mathematics majors), probability theory and mathematical statistics (some mathematics majors are studied separately).
Elementary mathematics studies constants and uniform variables, while higher mathematics studies non-uniform variables. Advanced mathematics (it is a general term for several courses) is an important basic discipline in science and engineering colleges, and it is also a compulsory mathematics course for students majoring in science and engineering who are not majoring in mathematics, as well as a compulsory course for some other majors.
As a basic science, advanced mathematics has its inherent characteristics, which are a high degree of abstraction, rigorous logic and wide application. Abstraction and computation are the most basic and significant characteristics of mathematics, and with a high degree of abstraction and unity, we can deeply reveal its essential laws and make it more widely applied.
Strict logic means that in the induction and arrangement of mathematical theories, whether it is concepts and expressions, or judgments and reasoning, the rules of logic must be applied and the laws of thinking must be followed. Therefore, mathematics is also a method of thinking, and the process of learning mathematics is the process of thinking training. The progress of human society is inseparable from the wide application of mathematics as a science.
Especially in modern times, the emergence and popularization of electronic computers have broadened the application field of mathematics, and modern mathematics is becoming a powerful driving force for the development of science and technology, and at the same time, it has also penetrated widely and deeply into the field of social sciences.
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Different workbooks have different characteristics, which are as follows.
1. Mathematics, Physics, Chemistry, Politics, History: You can buy "Century Gold List", this book is very typical, divided into two volumes, the big book grasps the foundation, and the small book mentions the ability.
Biology: You can buy "Guide and Practice", the basic knowledge of this book is explained in detail, and the knowledge points are very complete.
3. English: "Spark English", the grammar of this book is explained in detail. The "Black Book" of Xinghuo's special pre-lighting training is very detailed, so you can better understand English.
4. Language: "Three-dimensional Design", this book explains comprehensively and thoroughly, and the answers are very detailed.
5. "Five-year Simulation of the Mid-year Examination in the Five Critical Prefectures", this book has clear sample questions, clear answers, and moderate difficulty, which is suitable for high school students to study.
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Xueersi cheats are easier to use.
Xueersi is a huge burning leader in the mathematics education and training industry, and this large institution has published a very popular best-selling mathematics book - "Xueersi Cheats", which has sold 3 million copies. Xueersi's official introduction to this set of books is: Xueersi's original 12-level mathematical thinking system is created by famous domestic mathematics experts.
Xueersi cheats tutorial (blue cover) album laughs at each grade has two books, each book about 20 lectures, six grades a total of 240 lectures, the content involves primary school Olympiad calculations, integers, graphics, applications, trips, combinations, counting, comprehensive eight problems of all the knowledge points.
Xueersi Cheats" practice (orange cover) and "Xueersi Cheats" tutorial package, as a practice after the tutorial learning, Zimin each lecture corresponds to the tutorial.
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Summary. The Senior 1 Math Homework Workbook is a very useful learning tool. It contains a wealth of exercises and explanations to help students consolidate their mathematical knowledge and problem-solving skills.
By practicing repeatedly with the problems in the workbook, students can deepen their understanding of mathematical concepts and improve their problem-solving skills. At the same time, some practical problems will be provided in the workbook to enable students to better apply mathematical knowledge to real life. The advantage of using this workbook is that it is very systematic and targeted, it is categorized according to the course progress and knowledge points, and students can choose exercises in a targeted manner and focus on overcoming their weak links.
In addition, many of the questions are equipped with detailed analysis and solution ideas, so that students can fill in the gaps in time and deepen their understanding of mathematical knowledge. This is very helpful in improving students' self-directed learning ability and problem-solving skills. In general, the Senior 1 Math Workbook is a supplementary textbook that can effectively improve the level of mathematics.
Through meticulous practice and analysis, students can grasp mathematics knowledge more firmly, improve their problem-solving ability, and lay a solid foundation for future learning.
The Senior 1 Math Homework Workbook is a very useful learning tool. It contains a wealth of exercises and explanations to help students consolidate their mathematical knowledge and problem-solving skills. By practicing repeatedly with the problems in the workbook, students can deepen their understanding of mathematical concepts and improve their problem-solving skills.
At the same time, some practical problems will be provided in the workbook to enable students to better apply mathematical knowledge to real life. The advantage of using this workbook is that it is very systematic and targeted, it is classified according to the course progress and knowledge points, and students can choose exercises in a targeted manner and focus on overcoming their own weak links. In addition, many of the questions are equipped with detailed analysis and solution ideas, so that students can fill in the gaps in time and deepen their understanding of mathematical knowledge.
This is very helpful in improving students' self-directed learning ability and problem-solving skills. In general, the Senior 1 Math Workbook is a supplementary textbook that can effectively improve the level of mathematics. Through meticulous practice and analysis, students can grasp mathematics knowledge more firmly, improve their problem-solving ability, and lay a solid foundation for future learning.
Excuse me, but please go into more detail?
The Senior 1 Math Workbook is a practical learning tool that contains a wealth of exercises and explanations. Students can deepen their understanding of mathematical concepts through repeated practice and apply their knowledge to real-life situations. The workbook is categorized by course progress and knowledge points, so that students can choose exercises in a targeted manner to overcome weak points.
In addition, the questions are equipped with detailed analysis and solution ideas to help students improve their independent learning ability and problem-solving skills. To sum up, this workbook can effectively improve the level of Lianwang mathematics and lay a solid foundation for students.
In addition to the upstairs, Math Recommendation: Open Your Math Ideas also has a physical chemistry version
First of all, don't look at the masters, this is absolutely the truth, the foundation is solid, the hand to catch the problem will be accumulated, and the thinking will be flexible and open. >>>More
First, find someone who is willing to help you with tutoring, and then, carefully complete the after-class exercises, the after-class exercises are more basic, targeted, check the answers after doing it, and insist on doing it every day, persist for a period of time You will find that mathematics has improved greatly, the key is personal efforts, come on!
When AB is on both sides of the straight line L, L passes through the midpoint of AB M coordinates (2, 3) MA=MB=2, and the distance from A to the straight line is 1, so the angle between L and the straight line AB is 30° and the slope of the straight line AB is k= 3, so the tilt angle of L is 30° or perpendicular to the X axis (it is more clear to see the drawing), and L passes through the point M >>>More
s[n+1](s[n]+2)=s[n](2-s[n+1]) has s[n+1]s[n]=2(s[n+1]-s[n])=2b[n+1]s[n+1]s[n+1]s[n]=2b[n+1]. >>>More