Let
. Then verify the following: A(adjA) = (adjA)A = |A|I, where I is the identity matrix of order 2.
Given Data:
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To Prove:
A(adjA) = (adjA)A = |A|I
Solution:
For 2 x 2,
matrix adjoint is defined as ![]()
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Also,
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Determinant of A,
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Hence, A(adjA) = (adjA)A = |A|I
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