by Diane Kue
Mathematics has existed in every civilization throughout history. Its worldwide presence is why so many people claim it as a universal language. Further perpetuation of the claim is present in the classroom. A classroom full of students who may or may not all speak the same language can successfully and individually solve the same problem. After all, doesn’t 1 + 1 = 2 everywhere, no matter the language, country, or culture if the symbolic representation shows that one whole, joined with another one whole, makes two wholes?
However, the idea that math is a universal language because the answer to a problem is always the same no matter what language is spoken can be misleading. This notion focuses on the answer; it does not acknowledge that the processes to solve for the answer—or even the perspectives on the processes—can vary. When we focus on the processes to solve, we can discover and unveil various perceptions on or ways to look at problem solving. We find the whys behind the hows of problem solving.
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