Question: A=([1,1,0 ]) ([ 2,0,1]),B=([1,-2 ]) -1,2 ([ -2,4]),C=([1,2,3 ]) 2,4,5 ([ 3,5,6]) D=([1,-3,2 ]) -3,3,-1 ([ 2,-1,0]),E=([2,1 ]) 3,-1
\
A=([1,1,0])
\ ([
2,0,1]),B=([1,-2])
\ -1,2\ ([
-2,4]),C=([1,2,3])
\ 2,4,5\ ([
3,5,6])\ D=([1,-3,2])
\ -3,3,-1\ ([
2,-1,0]),E=([2,1])
\ 3,-1\ ([
-4,2]),F=([1])
\ 0\ ([
4])\ Where possible, evaluate
AB,BA,AC,CD,D^(T)B,CA,AE,AF. Are any of the products symmetric, diagonal, unit or null?
![\ A=([1,1,0]) \ ([ 2,0,1]),B=([1,-2]) \ -1,2\ ([ -2,4]),C=([1,2,3]) \ 2,4,5\](https://dsd5zvtm8ll6.cloudfront.net/si.experts.images/questions/2024/10/6703ff80328f5_2636703ff7f8b6c3.jpg)
4. A=(121001)D=132331210B=112224E=23412C=123245356F=104 Where possible, evaluate AB,BA,AC,CD,DTB,CA,AE,AF Are any of the products symmetric, diagonal, unit or null
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