Younhee Lee, Woong Lim, Daniel Ness (ed. lit.), Nick Wasserman (ed. lit.), Benjamin Dickman (ed. lit.)
Understanding how one representation connects to another and how the essential ideas in that relationship are generalized can result in a mathematical theorem or a formula. In this article, we demonstrate this process by connecting a vector cross product in algebraic form to a geometric representation and applying a key mathematical idea from the relationship to prove the Shoelace theorem.
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