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Question
Mathematics
For every square matrix A, there exists an identity matrix of same order such that
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Q. For every square matrix $A$, there exists an identity matrix of same order such that
Matrices
A
$I A=A$ only
B
Al - Aonly
C
$I A=A I=A$
D
None of these
Solution:
The existence of multiplicative identity For every square matrix $A$, there exists an identity matrix of same order such that $|A=A|=A$.