What is a key benefit of using concrete representations in learning mathematics?

Using concrete representations in learning mathematics is particularly beneficial because they help students visualize abstract concepts. In mathematics, many topics can be quite abstract, such as numbers, operations, and functions. By engaging with concrete materials—such as blocks, counters, or drawings—students can see these concepts in a tangible way. This visual support makes it easier for them to grasp the relationships and operations they are learning.

For students, especially those with disabilities, being able to manipulate and explore physical objects can significantly enhance understanding. It allows them to connect what they are learning in the classroom to real-world applications, facilitating deeper learning and retention. Mastering these foundational concepts through concrete representations can pave the way for greater success when they encounter more abstract forms of mathematics later on.