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Lecture
Orthogonal Vectors and Projections
Description
This lecture covers the definition and calculation of scalar products, orthogonal vectors, and orthogonal complements in vector spaces. It also introduces the concept of norm and distance in R^n, along with the calculation of norms and unit vectors. The lecture further discusses orthogonal bases, orthogonal sets, and projections in R^n, emphasizing the importance of orthonormal families of vectors.
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