One way to teach to students’ strengths is to build on nonverbal reasoning and experimential – multisensory learning strengths in math. What does that mean? It means not being in a hurry to have students work through math problems before a strong foundational understanding and technical math meanings are established, and building on math reasoning before diving into math problem-solving involving symbols and technical language. Room to Discover has an excellent post on Visual Models. With five representations of mathematical ideas, why is there so much focus on verbal and symbolic work?   The creator of Room to Discover also runs workshops and publishes manipulatives and other resources to his store. The Room to Discover site focuses on graphic representations – but a related […]
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