How to learn science and math in high school.

Math words. First of all, listen carefully in class, practice more, each type of problem has a corresponding solution method, it is best to buy a suitable exercise book for yourself. I think the "Second Textbook" was pretty good before.

It's okay to have a good foundation in high school math in general. I'm also a science major, but I'm a junior in college. I think you have to make a time plan and arrange your time in your first year of high school.

Otherwise, the learning efficiency will be very low. The specific learning method should be arranged according to your own situation. If you are talking about physics, think more and do more experiments.

Chemistry, mainly non-metallic parts, is difficult to learn, so you should memorize it diligently. Biology is one of the best subjects to learn, and as long as you understand it a little, you can learn it very well. I hope it will be helpful to my younger brothers and sisters.

It's right to do more questions in mathematics, just know how to write the questions when you see them, I'm in the 12th college entrance examination, and mathematics is in the top ten of the year. Physics should also do more questions, understand more, focus on force analysis, springs, magnetic fields are more difficult, understand more. Just memorize the chemical formulas, and biology is also completely memorized, and you will get a high score if you read the book a few times.

There is a difference between high school mathematics and junior high school Luo, as long as the difficulty of the function is solved, it will be solved

Listen carefully in class, and ask questions in time if you don't understand them.

I am 12 years of exams, and my experience: attentive and attentive.

When faced with the choice of class placement, many students will consider the difficulty of mathematics because mathematics is quite difficult for many students. Many students want to know what mathematics in high school Chinese science is learned, and they also want to know what the difference between mathematics in arts and sciences is, so I will introduce it to you below.

The content of science mathematics in high school will be more complex than that of liberal arts, and at the same time, it will be more difficult than liberal arts.

Science subjects learn more than liberal arts such as curves and equations, spatial vector collinearity, sufficient and necessary conditions for coplanar impulsive field travel, principles of mathematical induction, mean and variance of discrete random variables, composite matrices and multiplication of matrices, polar coordinate equations of simple graphs, etc.

1. Before doing homework every day, be sure to read the relevant content of the textbook and the class notes of the day. Whether or not you can persist in this way is often the biggest difference between good students and bad students. In particular, when the practice questions are not very matched, there is often no type of question that the teacher has just talked about in the homework, so it cannot be compared and digested.

If you don't pay attention to the implementation of this, it will cause great losses over time.

2. Strengthen reflection after doing the questions. Students must make it clear that the question they are sitting on must not be the question of the exam. Rather, it is necessary to use the ideas and methods of solving the problems that are currently being done.

Take the initiative to review and summarize and improve. It is very important to have a chapter summary. In junior high school, it was the teacher who made a summary for the students, which was meticulous, profound, and complete.

In high school, I made a summary for myself, and the teacher not only did not give it to me, but also talked about where I got to the exam, did not leave time for review, and did not clearly indicate the time to make a summary.

The above is the content of my introduction to high school Chinese science and mathematics, and the content of my final introduction to you about the learning methods of high school mathematics. It is very difficult to judge real mathematics, but there must be a way to figure it out, and if some students really belong to the type of mathematics that they don't understand, then I suggest that you work more on other subjects.

I'm a freshman and I've gone through the college entrance examination, so I have a deep feeling about mathematics, which is summarized as follows

1.The study of mathematics focuses on thinking, and the highest level of mathematics is to draw inferences from one another. It is naturally not easy to achieve this state, my method is to compare different questions applied to the same method, summarize their similarities and differences, and after thinking about it, I will naturally have an extraordinary understanding of it; 2.

Establish a collection of mistakes, specially used to collect your own mistakes, collect armpits into a fur, and take it out when reviewing, your state will reach a very good level, and you will be able to get the ideal results in the exam; 3.Do mock papers before the exam, the test papers are almost the best with the real questions, increase self-confidence and better adapt to the exam room; 4.Flip through the book frequently, immediately recall the vague concept, and make a good mark.

If you have any specific questions, you can communicate again, and good luck!

Science, the foundation is the textbook, after reading the textbook to find a question to do, finally, a book of five or three, it is best to take a look at the previous summary part, remember the labor, and then, there is no more, so that mathematics should not be under 130

Preview before class, be careful in class, do more questions after listening to class, and pay attention to summarizing the solution methods. Prepare a correction book to accumulate mistakes.

Think more, summarize more, do more questions, ask teachers more, and be good at drawing inferences.

Time is everything at this time.

The first thing to do is to allocate your time.

Adjust the application ratio according to your personal needs.

Pay attention to your study methods.

You can buy a few books and choose the scientific method that suits you according to your type of study.

Pay attention to your attitude towards learning.

You have to keep reminding yourself that this is a second chance, and keep going to finish your studies with the determination to get up from the first time you fall.

Pay attention to your learning atmosphere.

Form good study habits and build an environment with your classmates and family that suits your studies.

Be mindful of your learning purpose.

Because it is the college entrance examination, you must have a clear direction and decision, and try to always take the initiative to study mainly based on your learning purpose.

Daquan, I recommend you a few books "How to Control Your 24 Hours a Day" and "The Advantages of Human Nature".

If you want to greatly improve your knowledge in a short period of time, it is recommended to log in to the Elite Speed Reading Memory Training Center, which is free of charge.

Reading + doing questions + summarizing + doing questions + summarizing + summarizing + doing questions, college entrance examination mathematics is made by doing questions...

My method is to read books, and it really works.

When facing complex operations, we should always pay attention to the following two points: emotional stability, clear arithmetic, reasonable process, uniform speed, and accurate results; Be confident and strive to get it right the first time; Slow down, think clearly before writing; Less mental arithmetic, less skipping, and write clearly on scratch paper.

The guaranteed quantity is to choose a tutorial or workbook that is synchronized with the textbook. After completing all the exercises in a section, mark the answers against the answers. Don't do one-to-one answers, because this will cause interruption of thinking and dependence on answers; First easy and then difficult, if you encounter a question that you can't know, you must skip it first, go through all the questions at a steady speed, and completely solve the questions that you can do first; Don't be impatient or discouraged when you don't know how to ask too many questions, in fact, the questions you think are difficult are the same for others, but it takes a little time and patience; There are two ways to deal with example problems:

Do it before you see it" and "See it before you test". Choose questions that are worth thinking about, communicate with classmates and teachers, and write down your thoughts in your study book. About 1 hour of practice is guaranteed every day.

Ensuring quality is not a problem, but a refinement, learning to "dissect sparrows". Fully understand the meaning of the question, pay attention to the translation of the whole question, and deepen the understanding of a certain condition in the question; See what math basics are tied to, and are there any new features or uses that are emerging? Reproducing the process of thinking activities, analyzing the origin of ideas and the causes of errors, and using colloquial language to truthfully describe one's own problem-solving process and feelings, and writing what comes to mind, so as to dig out general mathematical thinking methods and mathematical thinking methods; One problem has multiple solutions, one problem is changeable, and multiple are one.

Implementation: Implement not only the thought process, but also the solution process. Review:

It is also an efficient and targeted learning method to redo some of the more "classic" questions several times and use the wrong questions as a "mirror" for self-reflection.

Five-three, it's quite a complete question type.

Do more practice and revisit the questions you did wrong before.