In this video we will learn that consist the basis of a vector space , which are the rules that the bases of a vector space must follow and an example to see if a set of vectors is based on a vector space given . Also we learn which are the natural bases or canonical basis or standard basis and what is its structure, which changes according to the vector space we're looking for. In essence , we learn that a basis of a vector space is that set of vectors MINIMUM 1) belong to a vector space given 2 ) completely describe the vector space 3) are linearly independent .
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