Require to find so that for any real matrix such that
Recollect the following property in real numbers:
If is any real number, then and 1 is called the multiplicative identity
Using the above, we have for any real number ,
then is called the multiplicative identity and
Now let us interpret the same for matrices
For any real matrix ,
then the matrix is called the multiplicative identity and is identity matrix or unit matrix.
Since is real matrix, so is also matrix
Therefore,
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