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Teaching Mathematics to Visual-Spatial Learners

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Teaching Mathematics to Visual-Spatial Learners

Mathematics presents a number of challenges for learners that are challenged with auditory-sequential processing. Many topics in mathematics are often presented within a very verbal classroom environment. Solution methods are commonly presented in a stepwise process and build on previous knowledge. Visual-spatial learners identify with the presentation of an entire idea over a sum of its parts, and so adapting instructional methods with these learners in mind can help contribute to their success. VSLs also value seeing over listening, and actively create visual images when processing speech, so when only auditory queues are available, using very descriptive language is helpful. (Dixon, 1983)
Various higher order outcomes revolve around problem solving, which can be a difficult task for anyone facing learning challenges, but for visual learners spatial reasoning can be used to their advantage. Presenting problems in two or three dimensions can allow students to visualize the problem in real space. Using physical manipulative, such as a mira for geometric reflections or algebra tiles for polynomial representations, provide concrete benefits. Pattern seeking and functional reasoning can be native skills in VSLs, so emphasis on graphing functions over strict numerical expressions can provide more meaningful insight into mathematical expressions. However, monotonous tasks like plotting ordered pairs will cause these students to struggle. Implementing graphing software such as Mathematica or Maple into the classroom can automate this process and allow students almost instantaneous feedback on data sets. Finally, connecting lessons to areas of interest, especially areas such as art and music, helps these learners to reinforce abstract concepts.
Assessment methods in mathematics must be re-evaluated to account for such

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