then rank of the matrix 2x3 is
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ank of the matrix is 2 as it has 2 rows and 3 coloums
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Full Rank Matrices Consider the matrices A and B below. Notice that row 2 of matrix A is a scalar multiple of row 1; that is, row 2 is equal to twice row 1. Therefore, rows 1 and 2 are linearly dependent. Matrix A has only one linearly independent row, so its rank is 1.
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