When a scalar is multiplied to a matrix- the number of rows in the matrixgets doubledremains samegets tripledbecomes zero

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Scalar Multiplication of a Matrix

When a scalar...

Question

When a scalar is multiplied to a matrix, the number of rows in the matrix

gets doubled

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gets tripled

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becomes zero

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remains same

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d e t (k A) = k^{n} | A |

d e t (B) = k d e t (A) .

If matrix is in Row Echelon form then the Rank is equal to number of non zero rows.

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