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What kind of thinking methods and skills do you need to expand math problems?
Developing problems in mathematics requires some specific thinking methods and skills. Here are some suggestions:

1. Understanding the problem: First of all, you need to make sure that you fully understand the requirements of the problem. If you don't understand anything, try to find the answer or ask others for help.

2. Analyze the problem: break down the problem into smaller parts, so that it is easier to find a solution. For example, if you are solving a complex algebra problem, you can solve a simple subproblem first and then apply the result to the whole problem.

3. Creative thinking: trying to think about problems from different angles may help you find new solutions. Don't be afraid to make mistakes, because mistakes are part of learning.

4. Use graphics and charts: For some complex problems, graphics and charts can help you better understand and solve problems. For example, you can draw a graphical representation of a problem, or create a flowchart to represent the process of solving a problem.

5. Practice and review: Mathematics needs a lot of practice to master. Reviewing your knowledge and skills regularly will help you find solutions to new problems more quickly.

6. Be patient: It may take time and energy to solve math problems, but as long as you persist, you will find a solution.

7. Use resources: There are many online resources and tutorials that can help you solve math problems. Don't be afraid to ask for help, whether from books, websites or teachers.