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    Linear Algebra: Vector Spaces

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    I am confused with this concept as to what constitutes a vector space. When is a set a vector space?

    I am familiar with the ten commandments that are required to determine a vector space but I am struggling to apply these to various sets to make the determination.

    Could you give me one of your concise explanations with examples as to how to use them? I am struggling with the abstract aspects of this concept.

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    Solution Summary

    The expert examines vector spaces in linear algebra.