For the given matrix/vector pairs, compute the following quantities: a ii , a ij a ij ,

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For the given matrix/vector pairs, compute the following quantities: aii, aijaij, aijajk, aijbj, aijbibj, bibj, bibi. For each case, point out whether the result is a scalar, vector or matrix. Note that aijbis actually the matrix product [a]{b}, while aijajk is the product [a][a].


(a) aij 0 0 4 2 42, bi = 1 1 1 0 1


(b) aij 1 2 01 011 1 1, bi Lo 4 2. 2 1


(c) aij [1 0 11 1 0 2, bi 0 1 3, 0


(d)  aij [100] 0 2 1 0 2 20] bi = 0


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