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Let and be two matrices such that the order of is If and are both defined, then (where is the transpose of matrix )
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order of is
Order of is order of
If is defined order of must be
If is defined order of must be
Hence, the order of is
Order of is
Order of is
If is defined order of must be
If is defined order of must be
Hence, the order of is
Order of is
Order of is
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