多步骤问题解决
Multi-Step Problem Solving
理解涉及四则运算、分数和面积/体积的多步骤问题，能够识别子步骤、选择策略并监控解题过程。
Make sense of multi-step problems involving four operations, fractions, and area/volume by identifying sub-steps, choosing a strategy, and monitoring progress
学习证据 / Evidence
- 将两步应用题分解为若干部分，并在计算前说明解题计划。
- 在解决周长问题时，选择画示意图还是列算式。
- 通过估算来检查一个量的几分之几的答案：20的3/5一定大于20的一半。
- Break a two-step word problem into parts and explain a plan before calculating
- Choose between drawing a diagram or writing equations for a perimeter problem
- Check a fraction-of-quantity answer by estimating: 3/5 of 20 must be more than half of 20
评估问题 / Assessment
当{{name}}解决涉及面积、分数和多步骤的复杂数学问题时，是否会先规划解题思路——在计算前大致估算答案，并在最后检查答案是否合理？
When {{name}} tackles a complex maths problem involving area, fractions, and multiple steps, do they plan their approach — estimating roughly what the answer should be before calculating, and then checking it makes sense at the end?