Reflections on the Mathematics Examination 1000 words (1) In the just-concluded mathematics examination, I made many mistakes that I shouldn't have made.
I know the teacher expected a lot of me, but I still didn't do well in the exam. I'm very sorry about that. But since you made a mistake, you have to correct it. So, I also thought a lot about what I must learn after the exam.
First of all, I want to get rid of the bad habit of not looking at the questions carefully in the exam. Sometimes I often look at the front of the topic and write the following questions conveniently, but there are many mistakes. This may also have something to do with answering skills. In a word, through the later practice, I must carefully examine the questions in the exam, look at the questions by myself, and see the questions clearly and optimistically. Check it several times when time permits, and never allow yourself to make unnecessary mistakes like this again.
Secondly, I also want to strengthen the practice of mathematics. After the exam, I finally understand that there are mountains outside the mountains and people outside. On weekdays, everyone gets together to do the same topic, and there is no obvious difference. But as soon as I took the exam, I found that there were so many questions that I had never seen before. Only blame yourself for not exercising enough. I can't allow myself to continue like this, so I must redouble my efforts, learn from this exam, increase my strength, prepare for the next exam and lay a good foundation.
Practice is the key to exam skills. In life, I should practice and review more, and make a comprehensive review plan before the exam, so I don't have to be impatient and have no direction. Learn to accumulate in daily life and study, accumulate problems in mathematics and accumulate mathematical formulas.
As for the teacher, I hope the teacher will not lose confidence in me. Although I didn't do well in this exam, I believe in my own strength. I will definitely work hard in the next exam!
As the saying goes, as you sow, you reap. I earn my own living. If I know today, why should I know? The ancients said: "The wind is rustling and it is easy to get cold." Today, I sighed: "The exam is over, I'm finished!" It's never too late to mend. I can't believe that I, who thought I was excellent, would be in this situation. Speaking of reasons, there are many. One is also the most important, of course, is that you don't know how to work hard and have no persistent fighting spirit. Only those three minutes of heat. These bad habits are the main raw materials for failure. Of course, through the ages, everything that can be achieved is inseparable from the integration of weather, geography and people. The goddess of fortune left me this time and didn't get her favor. How can she not fall into the abyss of failure? How high you can climb, how deep you can fall. I've realized that.
Pick up the test paper and look at it, shocking! Staggered forks are like handfuls of extremely sharp bayonets, which make me suffocate. It should be right, but it is not. Should be right, but it's not. There will be a family table tennis match tonight, men's singles, women's singles or mixed doubles. Ah, my life is over!
The quiz exposed my inner complacency and arrogance. Let me know how small and fragile I am in the crowd! This is a small punishment for me, which sounded the alarm and gave me a vaccination in advance. A failure is nothing, and failure may be a precursor to success. One success proves nothing, it will eventually become history. We can't predict, we can only rely on our own efforts to expect fruitful results!
Work hard, there is not much time left. ......
Reflection on Math Exam 1000 words (2) The reasons why I didn't do well in this exam are summarized as follows:
1. I didn't get into the habit of being meticulous at ordinary times, and I was careless in answering questions during the exam, which led me to do many questions, but I was deducted or even didn't do it right.
2. Insufficient preparation. Chairman Mao said, don't fight unprepared battles. The implication is that it is difficult to win an unprepared battle, but I didn't act according to this wise saying, which led to my failure in this exam.
3. The contradiction between interest and course study has not been solved. I have many interests. As a person, a complete person, an understanding person, of course, I should not let my interests be erased for no reason, just like a machine, not only sad, but also ignorant. But if you seriously delay your study because of your interest, it will be bad, not only bad, but sometimes it is really not worth the candle.
Failure is not terrible, what is terrible is collapse and blind pursuit. I must:
1. Listen carefully in class and review in time after class. The acceptance of new knowledge and the cultivation of mathematical ability are mainly carried out in the classroom, so we should pay attention to the learning efficiency in the classroom and seek correct learning methods. In class, you should keep up with the teacher's ideas, actively explore thinking, predict the next steps, and compare your own problem-solving ideas with what the teacher said. In particular, we should do a good job in learning basic knowledge and skills, and review them in time after class, leaving no doubt. First of all, we should recall the knowledge points the teacher said before doing various exercises, and correctly master the reasoning process of various formulas. If we are not clear, we should try our best to recall them instead of turning to the book immediately. In a sense, you should not create a learning way of asking questions if you don't understand. For some problems, because of their unclear thinking, it is difficult to solve them at the moment. Let yourself calm down and analyze the problems carefully and try to solve them by yourself. At every learning stage, we should sort out and summarize, and combine the points, lines and surfaces of knowledge into a knowledge network and bring it into our own knowledge system.
2. Do more questions appropriately and develop good problem-solving habits. If you want to learn math well, it is inevitable to do more problems, and you should be familiar with the problem-solving ideas of various questions. At the beginning, we should start with the basic problems, take the exercises in the textbook as the standard, lay a good foundation repeatedly, and then find some extracurricular exercises to help broaden our thinking, improve our ability to analyze and solve problems, and master the general rules of solving problems. For some error-prone topics, you can prepare a set of wrong questions, write your own problem-solving ideas and correct problem-solving processes, and compare them to find out your own mistakes so as to correct them in time. We should develop good problem-solving habits at ordinary times. Let your energy be highly concentrated, make your brain excited, think quickly, enter the best state, and use it freely in the exam. Practice has proved that at the critical moment, your problem-solving habit is no different from your usual practice. If you are careless and careless when solving problems, it is often exposed in the big exam, so it is very important to develop good problem-solving habits at ordinary times.
3. Adjust the mentality and treat the exam correctly. First of all, we should focus on basic knowledge, basic skills and basic methods, because most of the exams are basic topics. For those difficult and comprehensive topics, we should seriously think about them, try our best to sort them out, and then summarize them after finishing the questions. Adjust your mentality, let yourself calm down at any time, think in an orderly way, and overcome impetuous emotions. In particular, we should have confidence in ourselves and always encourage ourselves. No one can beat me except yourself. If you don't beat yourself, no one can beat my pride. Be prepared before the exam, practice routine questions, spread your own ideas, and avoid improving the speed of solving problems on the premise of ensuring the correct rate before the exam. For some easy basic questions, you should have a 12 grasp and get full marks; For some difficult questions, you should also try to score, learn to score hard in the exam, and make your level normal or even extraordinary.
It can be seen that if you want to learn mathematics well, you must find a suitable learning method, understand the characteristics of mathematics and let yourself enter the vast world of mathematics.
Reflection on the Math Examination 1000 words (3) The Math Examination is finally over. I reflected on myself and felt that I had done well before and after the exam. Before the exam, I made full preparations and kept my knowledge firmly in mind. During the exam, I carefully examined the questions, checked them carefully and tried my best. After the exam, sum up experience and improve yourself. For this exam, I can say with a clear conscience ―― I tried my best.
Through the previous and present exams, I have summed up some experiences:
First of all, we should be fully prepared. "Don't burn incense at ordinary times, cram for Buddha's feet temporarily". Some students, like this sentence, usually don't study hard until they feel nervous during the exam. They think that learning is for parents or teachers, and it doesn't matter whether they learn well or not. They are wrong. Learning is actually to prepare for self-reliance when you grow up.
Knowledge is a link, as long as any link goes wrong, it will affect all the links behind. Learning knowledge is like building a building. You must lay a solid foundation before you can build a house. Without a good foundation, even if your house is beautiful, it will only be a dangerous building. Primary school courses are not difficult, but they are all basic knowledge, so you must master any subject.
Some students are disorganized when reviewing. They reviewed a little here and a little there, and as a result, they didn't even review the most important part, which led to the failure of the exam. The teacher is more experienced, and she expected this situation long ago, so she took the time to give us a summary of mathematics knowledge, which summarized the essence of the book in detail. As long as we have a look, it is equivalent to reading the whole book. However, one day, we need to make such a summary ourselves. At this time, we should learn to get rid of the repeated parts in the book, keep the essence and review it as materials. This is what everyone should learn.
Secondly, during the exam, we must maintain a good attitude. If you are too nervous, wouldn't it be a bad thing to forget all the knowledge you have reviewed? Many students reported that they felt very nervous and broke out in a cold sweat as soon as they entered the examination room. In this case, you can take a few deep breaths to calm yourself down or think of something pleasant, which will help you to play normally.
Cheating is common among students. Some students have poor grades. Parents attach too much importance to their children's grades and let them try their best to cheat in exchange for good grades. I once read a book, which described in detail the process of a primary school student cheating in the exam: "During the exam, I took advantage of the teacher's inattention and quietly took out a small card from the pencil box, on which were written the key points that needed to be mastered, such as formulas. I stuffed it into the draft paper and copied a few lines. " This passage is a part I can't forget for a long time after reading the book. Cheating can be regarded as a shortcut to get good grades, but you haven't really mastered this part of knowledge. The most important thing is that you have blackened your character. One day, you will face a more rigorous exam. When you look at the dense questions on the test paper and your mind is blank, you will definitely regret your previous cheating.
Don't care too much about the exam scores. The exam is actually a test of your study and your mastery of what you have learned. Some people think that the score in the exam is very important. If you don't do well in the exam, it will lower your position in the eyes of your classmates and teachers and have a great influence on your fate. This is really an interesting idea. There is still a long way to learn, and there are thousands of exams to face. In the face of all the exams, where is the success or failure this time? So if the exam is not ideal, there is no need to be so depressed. In fact, not doing well in the exam is not necessarily a bad thing for yourself. Because it is the examination questions that help you find the knowledge points you don't have, and give you a chance to fill these loopholes. If you do well in the exam, don't be proud. Because this success is nothing in a thousand or ten thousand results.
Take the exam as homework. As long as you are fully prepared and have a good attitude, you will certainly get a satisfactory harvest. As for whether the exam results are ideal or not, I think there is only one criterion to judge, that is, after each exam, can you say with a clear conscience-I tried my best.
Reflection on Math Exam 1000 Word (4) A semester has passed in a blink of an eye, and I still clearly remember the scene when I first came. I didn't expect to face the monthly exam so soon. Looking back on my study and life in the past X months, I was both idle and busy. In my spare time, I learned to communicate with others, and in my busy time, I learned what I should learn.
I feel honored to enter a new grade and feel a new kind of teaching. From the beginning, I was still afraid of computers. After x months, I can feel it and get used to it. It is a difficult problem for me to learn technology, but I can see that other students can also learn it. I also summon up courage and try to make myself understand and understand better. Here, although there is no teacher to guide me and teach me to study, I formally understand the importance of autonomous learning ability in such an environment. And because of this, I have unlimited choices, and I can learn the geometric sketchpad and virtual world that I am interested in. Although I can't learn anything, I know that technology is a long-term learning process, and there will be no success without endurance.
Every time I communicate with others, I feel that I get nothing in school every day, but when I sum up my study and harvest the results, I clearly see that I didn't spend X months in vain.
I like math, and I'm afraid of math at the same time. I'm afraid I can't understand and learn. Facts have proved that college mathematics is really a bit difficult, and I did encounter difficulties in my study. You can preview the course when you have enough time, and the teacher can barely understand it when he speaks. The problem is that I found my own shortcomings-I can't apply what the teacher said. I really don't want to do the basic questions, but I can't. I have to bite the bullet and think carefully about the examples, analyze them slowly, sum up the solutions, and reuse them gradually after doing more. At the beginning of school, I can spend a lot of time doing such programs, but in the end, the busier I am, the less time I can squeeze in to preview, and even have no time to do exercises and ask questions after class. I can only accept a little information from the teacher in class, so I have no time to consolidate it, and the math content is getting more and more difficult. Finally, I reached the bottom again. At that time, I could only simply put down math and take time to review when I was busy. This review period is very difficult. Sometimes I can only do more than 20 questions in a few hours, but I persisted and basically found the lost content.
I think math is a very simple subject, so I just need to recite it before the exam. The monthly exam reminded me that nothing is so easy to learn, and so is math. So, after the monthly exam, I studied harder. Although they are all theoretical things, this knowledge can give me a deeper understanding of computers, not only for the initial use, but also for the practical operation of some theories. Learning this course has benefited me a lot.
It is useless to study in other courses. For example, thinking class can improve my ideological cultivation; Physical education class taught me how to exercise scientifically.
In the past few months, I have deeply realized that all knowledge learning and exposure to new things will guide me, depending on whether I think hard and really want to use it. I think it will be greatly improved and sublimated once it is truly combined with my own actual actions.
Reflection on the Math Exam 1000 words (5) The Math Exam is over, and my remaining middle school life is gradually shortened with the exams again and again. This exam is a little behind last time. I carefully analyzed the reasons:
1, I didn't review in depth before the exam, just read a book.
2, grinding guns in the cold, assault, usually not good at accumulation.
3. Review has no focus.
The main score is math. In fact, mathematics has always been the least ideal of my five subjects, and I am also very anxious, so I will pay more attention to it in my future study. Learning has always been my strong point, but this time I didn't play to my satisfaction, but I didn't play to my due level. What is the reason? It's mainly my own thoughts. I always thought it was nothing, and I could handle it by myself, but the fact is the opposite of what I thought.
After this exam, I also understand that with the growth of grade, the knowledge we need to master is also increasing, and the knowledge we learned before is far from enough. Therefore, since it is your own strength, you can't fall behind, and you should study hard with your teacher. Having said that, I think I am more serious than before, but I haven't mastered the problem-solving skills very well, so I need to strengthen them in the future. In the study of mathematics, there are some similarities with physics, and they are all problem-solving methods. In mathematics, I should also strengthen problem-solving training and improve my problem-solving ability. Effort is a word that we can't be familiar with, but these two words are enough for a person to do for a lifetime and never finish. Therefore, I should cherish time and work hard for my goals! Good grades depend on good learning methods. Many education experts believe that the "illiterate" in the future will no longer be illiterate people, but people who have not learned how to acquire knowledge, can't delve into problems by themselves and have no foresight. This requires us not only to master knowledge, but also to learn how to learn.
The method of learning varies from person to person and from subject to subject, just like a doctor taking medicine, not a thousand people. Students should proceed from reality, give full play to their strengths and explore effective methods suitable for their own characteristics according to their own conditions. But a good learning method is absolutely inseparable from preview, listening carefully and reviewing after class.
However, of these three points, I think listening is the most important. Maybe it's a cliche, but only listening can get twice the result with half the effort. Listening to the teacher carefully is even better than doing 10 exercises.
Preview is not just simple reading, mathematics should focus on examples, theorems and concepts. After reading the book, you can try to do after-school exercises. This helps you to know whether you have basically understood these new knowledge.
The older a person is, the worse his memory will be. So it is very important to review frequently. But we don't have to review every day. After all, we don't have that much time. You can accumulate what you have learned and review it at the weekend. Every week. Come to a general review one month later to consolidate the contents of the first four weeks. If you remember this new knowledge after one month, you will remember it as long as you have time to watch it again in the future.
In addition to these three points, there are three "must".
1. Learning must be gradual. Only when the foundation is firmly laid, the tall building will not tilt; Only when you are steady can you run easily. To learn any knowledge, we should pay attention to basic training, step by step, from easy to difficult, and practice basic skills in a down-to-earth manner. Don't be eager to learn the later knowledge without understanding the previous content; What's more, if the basic exercises are not done well, they will blindly drill off-topic questions and problems. This is very harmful. For example, when I study mathematics, I will do basic problems first, master formulas skillfully, and then do more difficult problems. In this way, if you lay a good foundation, your academic performance will naturally come up.
2. Learning must be diligent in thinking. Middle school is an important learning stage. In the meantime, we should pay attention to cultivating the ability of independent thinking. Prevent rote memorization. Ask more why in your study. For example, learning English can be done in many ways in one sentence, and flexible use can make your brain think more actively.
You must be meticulous in your study. Learning should be incomprehensible. For example, it is common to make mistakes in exercises. It is important to find mistakes and correct them yourself. This requires us to give correct reasons for every step of derivation in solving problems, and every step should be based on something, so we can't take it for granted.
As long as you do this, plus some learning methods that you think are suitable for you, I believe your academic performance will be improved and you will get good grades in the exam.
There is a road in the mountain of books, but there is no limit to learning the sea. In order to reach the other side of success, let's work together!