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LO-1
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express the set of vectors in euclidean spaces is a vector space. |
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LO-2
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generalize the concepts of a real (complex) vector space to an arbitrary finite-dimensional vector space. |
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LO-3
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investigate properties of vector spaces and subspaces using by linear transformations. |
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LO-4
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generalize the concept of a real (copmlex) inner product space to an arbitrary inner product space. |