Let P = {} be a 50 × 50 matrix, where = min{,}, ,= 1, . . 50, then rank of p is
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For the matrix P (m * n), rank<= min{ m,n}
Similarly for matrix Q (n * p), rank <= min{n , p}
Now, the rank of PQ <= min {rank of P ,rank of Q}
=> rank (PQ) <= min{ min {m,n} ,min{n,p}}
=> rank (PQ) <= min {m, n, p}
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