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Question: consider a 3dimensional linear vector space es define the...

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. Consider a 3-dimensional linear vector space Es. Define the operations: where ê, are the fundamental vectors of a Cartesian frame X - [o; ê1,e2, ê3) E F,u and vi are the components of u and v in X, and Eijk are the alternative symbols. Using the indicial notation show the following vector identities for every Vu v,w EE (e) (uAv) (uv)- u( v)-(uv)

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