1. Prepare tools and materials: paper, markers or markers, rulers, pencils, etc.
2. Determine the theme: select the theme of the mathematical knowledge to be sorted out, which can be a chapter or a concept, such as addition and subtraction, number sorting, graphics, etc.
3. Draw a central node: Draw a central node on paper and write down the title or keywords.
4. Branch expansion: Starting from the central node, draw several branch nodes around the central node with colored pens or markers, each node represents a related sub-topic or concept, and write down the corresponding keywords.
5. Expand layer by layer: for each branch node, according to its sub-concepts and knowledge points, draw more branch nodes around it and write down the corresponding keywords.
6. Connection classification: according to the correlation between concepts, connect related nodes with arrows or lines to form an organic thinking network. Nodes can be colored according to different classifications or marked with different symbols.
7. Supplementary details: Write down relevant knowledge points, formulas or examples at each node and explain them with appropriate charts to help you remember and understand.
8. Modification and deduction: according to the needs, modify and deduct the mind map, add more details and connections, and make the mind map more perfect and organized.
In the process of making mind maps, we should pay attention to the logic and hierarchy of thinking, keep it simple and clear, and avoid being too complicated and chaotic. At the same time, according to students' understanding and learning needs, personalized design and customization can be carried out appropriately.
Math learning methods in grade three:
Review regularly: review what you have learned regularly to consolidate your memory and ensure a solid foundation.
Appropriate division of study time: reasonable allocation of study time, set aside special time to study mathematics every day.
Understanding concepts: not only remember mathematical formulas and calculation methods, but also understand the concepts and principles behind them. Try to understand why you do this calculation and the significance of the result.
Multi-angle learning: learning mathematics through different methods and angles, such as textbooks, workbooks, online platforms, teaching videos, etc. Diversified learning styles can provide different perspectives and ways of understanding.