In each part below, computer either matrix (or vector) of the given expression where 1 H...

 

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In each part below, computer either matrix (or vector) of the given expression where 1 H #= ( -4). I = = (69). /2 represents tensor product. Note: (a) (1 point) H&H (b) (1 point) HOI (c) (1 point) I H (d) (1 point) (H|0)) (H|1)) (e) (1 point) (HH)(|0) | 1)) +) (Inner products) In each part below, computer either matrix (or vector) of the given expression where 1 H #= ( -4). I = = (69). /2 represents tensor product. Note: (a) (1 point) H&H (b) (1 point) HOI (c) (1 point) I H (d) (1 point) (H|0)) (H|1)) (e) (1 point) (HH)(|0) | 1)) +) (Inner products)