Question: Let vec ( u ) = vec ( i ) vec ( j ) , vec ( z ) = 2 vec ( i )

Let vec(u)=vec(i) vec(j),vec(z)=2vec(i)-vec(j) vec(k), and vec(u)=3vec(i). Compute (vec(u)vec(v))vec(u) and vec(u)(vec(v)vec(u)). What does this say about the associativity of the cross product?
Let vec ( u ) = vec ( i ) vec ( j ) , vec ( z ) =

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