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How to learn to examine questions when learning mathematics?
It is very important to get ideal results in math exams, the usual learning effect is very important, and the skills of examining questions in the examination room are also very important.

The first step in learning to examine questions: be very focused and read through them repeatedly.

After entering the examination room to get the test paper, write down the school, name, class and test number clearly, then browse the whole test paper and see the topic information clearly. First, it is necessary to see clearly the number of topics and whether there is a problem with the printing quality; The second is to have a general understanding of the difficulty of the whole test paper. When examining the topic, we should examine the meaning of the topic clearly, pay more attention to the similarities and differences of the topic, explore the internal relationship between hidden information and information from multiple angles, and thoroughly understand the meaning of the topic.

The second step of learning to examine questions: specialize in special topics and find a breakthrough.

1. Read the questions carefully and get a preliminary understanding of the meaning. We should cultivate the habit of examining questions while reading. Carefully scrutinize words, words and sentences, accurately understand the meaning of the question, and understand the meaning of each word, word and sentence in the application question. Retell the meaning of the question, enter the situation and retell the meaning of the question in your own words. Retelling the meaning of the question can accurately reflect the understanding of the meaning of the question, and is also conducive to cultivating the ability of generalization and expression of mathematical language, thus improving the ability to examine the question. To show the quantitative relationship, we can simulate the scene of the application problem by listing and drawing, so that the plot and quantitative relationship of the application problem can be displayed intuitively and comprehensively, and then the obstacles to understanding the meaning of the problem can be removed.

2. Calculation problems. Let's look at the numbers and operation symbols in the topic first. Let's first look at the characteristics and internal relations of operational symbols and data. After observing the topic as a whole, determine the operation order, analyze the relationship between numerical characteristics and operation in the topic, and associate it with related operation rules and properties before operation.

3. Text questions. Let's look at the numbers and operation symbols in the topic first. Let's first look at the characteristics and internal relations of operational symbols and data. After observing the topic as a whole, first determine what is what, then what is what, and then what is what.

4. multiple choice questions. There are three ways to answer multiple-choice questions. Exclusion method: according to the question type and related knowledge, exclude obviously incorrect options. Special method: according to the conditions in the topic, select special values that meet the conditions or make special graphs for calculation and reasoning. Conjecture and measurement methods: direct observation or conclusion, often used to explore regularity problems.

The third step of learning to examine questions: from easy to difficult

The examination questions are from easy to difficult. Answering a few simple questions smoothly can double your confidence. Dare to "give up" temporarily when encountering difficulties, and don't waste too much time. After solving the problem you can do, go back and concentrate on solving the problem.

When we take the exam, we should remember to sharpen our knives and not miss the woodcutter. If you examine the questions clearly, you can guarantee that you will do well in the exam!