Master the correct mathematical training methods
(1) Deliberately carry out time-limited problem-solving training to ensure that you are used to the rhythm of the examination room;
(2) Improve the difficulty of usual practice and calmly cope with the pressure of the examination room.
The exam is not "sloppy"
From now on, find loopholes and lay a solid foundation;
(1) Looking for loopholes from the usual work;
② Consolidate what you have learned in time in the process of learning new lessons.
I usually do less exercises.
In mathematics study, we should do more exercises appropriately. On the one hand, the purpose of doing the problem is to be proficient and consolidate the knowledge learned; On the other hand, it is the process of cultivating flexible application knowledge and independent thinking ability; On the other hand, it is to communicate different mathematical knowledge, which is what we usually call mastery. Therefore, when doing math exercises, we should carefully examine the questions and think hard. For example, what method should be used? Is there a simple solution? Think and summarize while doing, and deepen the understanding of knowledge through practice.
Improve application ability
Let children feel the existence and usefulness of mathematics in life, and let them feel the breath of life when doing math problems, which not only makes the problem-solving process more interesting, but also helps to solve problems with little experience in life.
The above is my solution to the sudden decline in math scores. Thank you for reading.
Children's graffiti, seemingly illogical, has its own unique artistic personality. The following is the sixth grade art painting I brough