: Presents consecutive problems with the same context but different keywords to highlight subtle mathematical differences, ensuring students don't just follow a memorized procedure. Integrated Support
Visible Thinking in Mathematics series by Ammiel Wan and Ang-Poh Ai Min, published by Marshall Cavendish Education visible thinking in mathematics pdf
Research and reviews highlight several advantages of this approach: : Presents consecutive problems with the same context
: Replace "What is the answer?" with "How did you arrive there?". (2) clear steps
| Traditional | Visible Thinking Assessment | |-------------|-----------------------------| | “Solve 48 ÷ 6” | “Draw two different ways to think about 48 ÷ 6, then explain which makes more sense to you.” | | One-word answers | Math journals with “I noticed… I tried… I figured out…” | | Graded only for correctness | Rubric: (1) accurate model, (2) clear steps, (3) reflection on difficulties |