First, prioritize, reasonably arrange the order of answering questions, and adhere to the principle of "three excellent"

Adhere to the "three excellent" principle, that is, give priority to questions that are easy to score, questions that are sure to score, and questions that can score more.

Mathematics test questions in adult college entrance examination are generally composed of three major questions. They are multiple-choice questions, fill-in-the-blank questions and solution questions.

Among them, multiple-choice questions and fill-in-the-blank questions go from shallow to deep. The first multiple-choice question is generally a geometry question, and the difficulty is 8 to 9, and 80% of people can pass it. The last question is a bit difficult at first, and the pass rate of this difficulty is generally only 30% to 40%. The answer is also tested according to this slope. Therefore, when doing math problems in adult college entrance examination, we should arrange the order of answering questions reasonably, and strive to do what we can, do it right, and not miss a point, so as to truly maximize the scoring rate.

The principle of reasonably arranging the order of answering questions is to do what you can, and getting points is the last word.

Second, multiple-choice questions answering skills

1, carefully examine the questions and understand the meaning.

When we do multiple-choice questions, we should recall and think about the concepts, formulas and properties that appear in the questions. Try to eliminate the "hidden danger" of losing points.

2, repeatedly analyze the problem, to eliminate the false and retain the true.

Analysis topic means the purpose of analysis topic. On the basis of careful examination, the whole problem is repeatedly analyzed and dissected, so as to find the correct path to solve the problem. Sometimes, "when truth is false, it is also true". For some specious options, when it is difficult to determine the correct option, substitution method can be used.

3, grasp the key points, comprehensive analysis

Starting from the key points, finding the breakthrough point, using comprehensive analysis of knowledge to form the correct thinking of solving problems, can we turn the difficult into the easy, simplify the complex into the simple, and thus work out the correct answer.

4, repeated inspection, check carefully.

Finally, it is to repeatedly check and check carefully; First of all, check whether the answers you fill in are consistent with the answers you choose to do, and whether there are any mistakes. The second is to check whether the option you choose is the correct answer. Whether it is necessary to change.

Third, fill in the blanks and answer skills; Solving problems skillfully by combining "number and shape"

Mathematics is an abstract subject, and the best way to learn mathematics well is to turn abstraction into image. It is the combination of number and shape that can solve the problem better and faster.

Fourth, answering questions and answering skills

Consult the examination questions, thoroughly understand the meaning of the questions, answer the questions, adjust them clearly, and leave no blank. When solving problems, try to write out the reasonable steps you think of in detail and conditionally, and don't leave too many blanks for the questions. Problem solving is graded step by step. As long as the thinking and steps of solving the problem are correct, and the correct answer is not answered in the end, you can still get the step score.