can we multiply two rows in operations of determinants like(R2=R2×R3)
No, multiplying two rows together is not permitted when finding the rank of a matrix. The basic row operations allowed are swapping rows, multiplying a row by a nonzero scalar, and adding a multiple of one row to another.
No, multiplying two rows together is not permitted when finding the rank of a matrix. The basic row operations allowed are swapping rows, multiplying a row by a nonzero scalar, and adding a multiple of one row to another.
No, multiplying two rows together is not permitted when finding the rank of a matrix. The basic row operations allowed are swapping rows, multiplying a row by a nonzero scalar, and adding a multiple of one row to another.
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Yes ,You can use row operations while performing matrices.These row and column operations play a major role in solving the matrices problems.But when you perform the row and column operations in solving the problem,the value of the respective row or column will be changed according to the operation you performed.
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