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Math 110 Final Exam Questions with Complete Solutions 100% Verified by Experts
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Math 110 Final Exam Questions with Complete Solutions 100% Verified by Experts linear combination (2.3) A linear combination of a list v1,....,vm of vectors in V is a vector of the form: a1v1+....+amvm where a1,...,am are in F. Span The set of all linear combinations of a list of vectors v1,....,vm in V is called the span of v1,....,vm, denoted span(v1,.....,vm). In other words, span(v1,....,vm) = {a1v1+...+amvm : a1,....,am} The span of a list of vectors in V is the smallest.... Span is the smallest containing subspace. The span of a list of vectors in V is the smallest subspace of V containing all the vectors in the list. spans If span(v1,....,vm) equals V, we say that v1,...,vm spans V.
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