Show that if a square matrix A has 2 equal columns, then A is not invertible
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Show that if a square matrix A has 2 equal columns, then A is not invertible

[From: ] [author: ] [Date: 12-10-19] [Hit: ]
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Prove the above. Thanks! First good answer gets best answer points.

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inverse requires to multiply by 1/determinate (1/(ad-bc))
a b
c d

if columns are the same

a a
b b

ab-ab
0

1/0
1
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