Finding Orthogonal Vectors in R3

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We derive a simple equation and provide a few examples of how orthogonal vectors can be easily constructed in R3. Given a vector v = [v1; v2; v3] in R2, an infinite number of orthogonal vectors can be constructed. We provide a general expression for these orthogonal vectors, involving two free variables, and also show a specific example.

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Why am I finding that it is starting to get difficult at 2:30? Damn... I gotta understand what you are saying

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