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HLet 1 0 0 A = 0 0 0 0 0 0 Can you find 3 x 3 matrices X, Y such that XY – YX = A?How do I solve this? I spent several hours in this problem.. but still could not figure it out.

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* x,y are square makroix of order 3 if x= [aiz] 3x3 and y = [bi 3 then tr. x = Zail ari and n bit 넓 try i=1 3 3 3 two. (x - y(xy - y) = te. XY tr. xy - tr. yx [by (1) = 0 [ by(ii)] A = 0 D 0 0 intr. Ari Co .. XY - YX A.

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