Abstract mathematical models from specific problems

Understand the connections and differences between mathematical concepts

Analyzing problems, reasoning, judgment, induction and deduction

Use logical methods to solve math problems

Imagine, analyze and solve spatial geometry problems

Use spatial imagination skills to solve practical problems

Discuss issues based on different situations

Avoid omissions and duplications

Use graphics and quantitative relationships to solve problems

Improve problem-solving speed and accuracy

Replace original variable with new variable

Simplify the problem

Organize wrong question papers

Analyze the cause of the error

Classified by knowledge points, question types, and error reasons

Easy to review and summarize

Review wrong question papers regularly

Avoid repeating mistakes

Review basic knowledge and basic skills

Master basic problem-solving methods

Conduct intensive training on key and difficult points

Improve problem-solving speed and accuracy

Simulated exam environment

Improve exam skills and adaptability

Do simple questions first to improve confidence and accuracy

Overcome the problem again

Review the questions carefully to avoid losing points due to mistakes in reviewing the questions.

Pay attention to the keywords and conditions in the question

Check in time after completing the questions

Avoid losing points due to carelessness;