What are the precautions for the math exam, the dos and don ts for the primary math exam

Fully understand the relevant matters and requirements of the examination; (It will help you understand and grasp the direction of copying the key points of the exam.) )

Double-check that you have all the items you need; (Reduce your fear of digital exams and maximize your mental state.) )

Arrive at the exam room early and take a few deep breaths to eliminate tension; (Ibid.) )

After getting the test paper, first calmly fill in the name, test number and other header content; (Prevent yourself from forgetting to fill in your own information during overly stressful answers.) )

Quickly go through all the test questions in a short period of time, estimate the difficulty of each question, roughly allocate the answering time between the questions, and choose the most confident question to start answering according to the principle of easy first and then difficult; (Gather all the points you can get so that you don't get interrupted by difficult questions.) )

Read the questions carefully, solve them carefully, and check them patiently when time permits after the test paper is completed (to prevent omissions, just in case.) )

1. Fill in the blanks.

1.The easier the question, the more careful you should be, because there are likely to be pitfalls.

2.Be careful with questions with weird answers, it's likely that you've miscalculated.

3.Questions with numbers should be asked more often to see if the answers are missing. For example, if there is an answer of "1", consider the case of "-1".

4.The last fill-in-the-blank question is generally a difficult question, and if you can't solve it right away, you should skip it, after all, no matter how difficult this question is, it is only 3 points, and you can think about it after answering it.

5.For filling in the blanks beyond the syllabus, you can consider using the idea of guessing questions, which can save a lot of calculations, and the answers to such questions are more likely to appear as smaller integers.

Notes on the Primary Mathematics Exam:

1. The old Qingheng method of image thinking. The image thinking method refers to the method that people use image thinking to understand and solve problems. Its thinking is based on concrete images, and the thought process that comes from concrete images.

The main means of image thinking are image materials such as physical objects, graphics, ** and typical. Its cognitive characteristics are that it is general in individual expressions, and it always retains its intuitiveness of things.

Its thought process is manifested in appearances, analogies, associations, and thinking about the inferior. Its thinking quality is manifested in the active imagination of intuitive materials, the processing and refining of appearances, and then hinting at the essence, laws, or finding objects. Its thinking goal is to solve practical problems and improve its own thinking ability in solving problems.

2. Abstract thinking method. The thinking process of using concepts, judgments, and reasoning to reflect reality is called abstract thinking, also known as logical thinking. Abstract thinking is further divided into: formal thinking and dialectical thinking.

Objective reality has its relatively stable side, and we can adopt the way of formal thinking; Objective existence also has its ever-changing side, and we can adopt the way of dialectical thinking. Formal thinking is the basis of dialectical thinking.

Formal thinking skills: analytical, synthetic, comparative, abstract, generalize, judge, reason. Dialectical thinking ability: connection, development and change, the law of unity of opposites, the law of mutual change of quality, and the law of negation of negation.