1, enhance the accumulation of mathematical vocabulary: mathematical vocabulary is very important for understanding mathematical problems. Parents can consciously guide their children to understand mathematical vocabulary in daily life, such as average and proportion. We can help children understand the meaning of these words by explaining and giving examples, so as to enhance their mathematical language ability.
2. Cultivate reading comprehension ability: Reading comprehension ability is equally important for understanding mathematical problems. Parents can guide their children to read and understand topics, teach them how to extract key information from topics, and try to explain their understanding.
3. Add life examples: Combining math problems with life examples can help children better understand math problems. Parents can try to find life examples related to problems and let their children try to explain or solve the mathematical problems in these examples.
4. Improve the ability to analyze problems: Parents can guide their children to analyze various conditions in the topic and try to find out the relationship between these conditions, so as to solve the problem. You can simulate and analyze step by step according to the process described in the topic to help them improve their ability to sort out the information given in the topic.
5. Establish good study habits: Maintaining good study habits is also very important for improving the understanding ability of mathematical application problems. Let children develop good study habits such as reviewing regularly, independently completing homework and checking homework, which can help children better understand and master mathematics knowledge.
6. Seek professional help: If your child has serious problems, you may need to seek the help of a professional teacher. They can provide more professional guidance to help children better understand and master mathematics knowledge.
Problem-solving skills of mathematical application problems
1. Carefully examine the questions: First, read the questions carefully, analyze the relationships among them, and find out the key known conditions and problems.
2. Modeling: According to the description in the topic, establish corresponding mathematical models, such as equations, inequalities and functions.
3. Analyze the characteristics of the topic: According to the type of topic, adopt appropriate methods and ideas to solve the problem. For example, for some topics that can be converted into equal product or equal amount, the idea of transformation can be adopted; For some problems involving the number of people, size, area and so on. , you can adopt the overall idea and so on.
4. Choosing the right method: According to the characteristics of the topic, choose the appropriate method to solve the problem, such as algebra, analysis and synthesis.
5. Reasoning calculus: According to the steps in the topic, reasoning calculus is carried out step by step to gradually solve the problems sought by the topic.
6. Verify the results: send the results back to the topic for verification to ensure the correctness of the results.
7. Write the problem-solving process: In the problem-solving process, it must be clear and standardized, so as to ensure that the marking teacher can understand your problem-solving ideas.