How to improve the accuracy of doing questions, how to improve the accuracy of doing questions, I ha

For this question, I have a deep understanding of the liberal arts multiple-choice questions or something, and the method I have always used is to cross out the key words while reading the questions, and be targeted when checking. There is also a landlord who said that the question is very fast, right? I am now approaching the high school entrance examination, and the math teacher taught me, and he said that he is not afraid that he can't do what is difficult, but he is afraid of making simple mistakes.

That's why he always advises us to check simple questions one by one. Forget about the hard ones, it's too time-consuming to check and not worth it. Personal summary, I am still in the process of enlightenment, hope.

Personally, I think it depends on the usual foundation and accumulation, and the question type is nothing more than that, it depends on the usual hard work, and it should be summarized at ordinary times. Other people's learning methods may not be suitable for you, usually you should pay attention to the summary after each comprehensive exam, in which subjects and which test points are weak, and then make up for it, now it is the stage of filling in and filling, sort out the wrong questions and review it, just look at the wrong questions, the wrong ones, analyze it. Then spread out from the option thinking, think about what else will be tested, and properly figure out what questions the examiner will have, so that you will not only understand the wrong questions, but also gain a lot.

Carelessness has never been a reason, that's because you don't have a strong enough grasp of the knowledge points, 1+1 will you miscalculate? Therefore, for each knowledge point, you have to grasp its essence, so that no matter how it changes, it will not be difficult for you. As for speed, you should practice regularly when you are proficient in the knowledge points, but you must ensure the quality, don't blindly pursue quantity, then you will lose more than you gain.

Remind yourself before every exam that the older you get at sloppy, the more afraid he will come, so you must be calm, and since you are doing it fast, why don't you read the questions a few times or do more calculations. If you have multiple choice questions, you must learn to circle the topic in the question, just OK pull to learn It is natural for the heart to calm down.

Look at the topic clearly, the topic is the most critical.

A final check-up is also essential.

Many students will not be able to finish the questions in every exam, resulting in too late to do what they can do. If I want to improve this problem, I will teach you some tips to improve the speed of high school math, and I hope to help you solve the problem of slow problem-solving!

1. Familiar with the basic problem-solving steps and methods.

The process of solving problems is a process of thinking. For some basic and common problems, the predecessors have summarized some basic problem solving ideas and commonly used problem solving procedures, and we generally only need to follow these problem solving ideas and follow these problem solving steps, and it is often easy to find the answer to the exercise.

2. The examination should be careful and careful.

For a specific exercise, the most important part of solving the problem is to review the problem. The first step in reviewing a question is to read the question, which is a process of acquiring information and thinking. Read the questions slowly, think while reading, pay special attention to the inner meaning of each sentence, and find out the implicit conditions from it.

Some students do not develop the habit of reading and thinking, they are anxious, and they start to solve the problem after a quick look, but they often miss some information, and it takes a long time to solve it, and they can't find the reason, and they think fast but slowly. Therefore, when actually solving the problem, special attention should be paid to the examination of the problem carefully and carefully.

3. Do a good job of summarizing and summarizing.

After solving a certain number of exercises, summarize the knowledge and problem-solving methods involved, so as to make the problem-solving ideas clearer, so as to achieve the effect of drawing inferences from one another, and the similar exercises are clear at a glance, which can save a lot of time for solving problems.

4. Familiarize yourself with the content involved in the exercises.

Solving problems and doing exercises is only one part of the learning process, not the whole of learning, and you can't solve problems for the sake of solving problems. The clearer the concept and the more familiar we are with formulas, theorems, and rules, the faster we can solve problems.

Therefore, before solving the problem, we should read the textbook and do simple exercises to familiarize, memorize and identify these basic contents, correctly understand the essence of their meanings, and then immediately do the accompanying exercises without stopping for a moment.

5. Learn to draw.

Drawing is a process of translation, which turns the abstract thinking when solving the problem into visual thinking, so as to reduce the difficulty of solving the problem. For some topics, as soon as the analysis diagram is drawn, the relationship becomes clear at a glance. Especially for geometry problems, including analytic geometry problems, if you don't know how to draw, sometimes you can't get started.

Therefore, it is very important to keep in mind the basic graphing methods of various question types, and to keep in mind the images and meanings of various functions, as well as the evolution process and conditions, in order to improve the speed of problem solving.

6. First easy and then difficult, and gradually increase the difficulty of the exercises.

The process by which people perceive things is from simple to complex. If you solve more simple problems, the concepts will be clearer, and you will be familiar with the formulas, theorems and steps of problem solving, and you will form a leap thinking when solving problems, and the speed of problem solving will be greatly improved.

When we are learning, we should first solve those seemingly simple but important exercises according to our own ability, so as to continuously improve the speed and ability to solve problems. As your speed and ability increase, you can gradually increase the difficulty to achieve twice the result with half the effort.

Doing more questions is not proportional to the accuracy. Doing more questions, by doing more to achieve practice makes perfect, has a certain effect on improving the accuracy, but if you are not good at summarizing the right or wrong, good or bad reasons in the problem, then you will gain little. If you are not good at summarizing right and wrong, simple and complex, blindly just do the question, seek quantity rather than quality, and repeat the wrong and complicated practices many times, then the wrong thinking and complicated practices will be consolidated, and your accuracy rate is still high?

That's why I'm against the sea tactics!

In order to improve the accuracy of the problem, we must first keep in mind the mathematical concepts, definitions, arithmetic, algorithms, axioms, and theorems that we have learned. Before doing the question, it is necessary to analyze the known conditions and the problem sought, use the analysis method or the comprehensive method to find the way to solve, if a question can be solved by a variety of methods, it is necessary to compare which method is the simplest and easiest to solve, and use the simplest method to solve. Every time the homework and test papers are sent, we should focus on the wrong questions, the mistakes, find the mistakes, analyze whether they are careless or misunderstood, whether they are logical errors, or secretly change the concept ......Remember, and gradually improve your ability to solve problems.

In this way, the accuracy rate can be continuously improved.

To improve the accuracy of multiple-choice questions, you can improve the accuracy of multiple-choice questions by carefully reading the question stems and options, mastering the skills of solving questions, and improving the accuracy of multiple-choice questions.

1. Read the stems and options carefully.

Before a multiple-choice question, read the stem and all the options carefully to ensure that you fully understand the meaning of the question. Pay attention to keywords and qualifiers, which can provide useful clues and hints. At the same time, pay attention to the subtle differences between the options to avoid choosing the wrong answer because of carelessness.

2. Master the skills of problem solving.

Understanding the techniques for solving different types of multiple-choice questions is the key to improving your accuracy rate. For example, for a detailed question, you can first find the paragraph or sentence where the answer is located and read it carefully. For reasoning questions, it is necessary to use logical thinking and deduce the answer in combination with the messy old texts. Familiarity with and mastery of common problem-solving methods and techniques can help you solve multiple-choice questions more efficiently.

3. Eliminate distractions.

When faced with difficult multiple-choice questions, you can improve the accuracy rate by excluding the obviously wrong options. Compare each option to the stem, and exclude those that clearly don't fit the topic one by one, making it more likely that you'll find the right answer. This method is especially useful for multiple-choice questions with multiple options.

1. Read the stems and options carefully.

At the same time, be aware of the subtle differences between options, it is possible that an option is just a detail error or a confusing answer, rather than the correct answer.

2. Use the method of elimination.

When you encounter a difficult problem or confusion, you can improve the accuracy rate by eliminating distractors. Compare each option to the stem, and exclude those that clearly don't fit the topic one by one, making it more likely that you'll find the right answer.

3. Pay attention to common types of mistakes.

Knowing and familiarizing yourself with some common types of mistakes can help improve the accuracy of answering questions. For example, some common types of errors include: absolutizing errors (using absolute words such as:"Forever", "None"), negative steering errors (negative forms of stems and options), distracting information errors (options containing information that is not mentioned in the stems), and logical errors, etc.

The exam is a rigorous method of assessing the level of knowledge. Passing the exam allows students to check their learning ability and knowledge base. In order to ensure the fairness and fairness of the results, the examination room must require strong discipline, and there is a special chief examiner, invigilator and other supervision of the examination process, absolutely prohibit any cheating, otherwise you will have to bear legal and criminal responsibility.

For different types of questions to master different methods, I summarize a few points: 1. Summarize experience in the usual questions, and there will be no stage fright in the examination room, but there may be abnormal performance. 2. Multiple choice questions can be solved by elimination, first exclude some options, then the rest of the choice discipline is greater.

In this way, it is excluded in turn, and it has been tried and tested. 3. Fill-in-the-blank questions must be tested for the usual clever memorization, you must remember, word for word, of course, you can use many methods: such as linkages, etc.

6. Essay question: use the total score structure. 7. Case Study:

For example, when reading through the case, you can't blindly focus on the big concept, but introduce the case and answer it clearly. 8. To do science and engineering questions, you should first memorize the formula, use the formula skillfully, and then practice more. Do more as a foundation.