If A is a square matrix of order 3 - 3- then - KA - is equal toA- K - A -B- K 2- A -C- K 3- A -D- 3 K - A -

The correct option is C K^3|A|We know that, for any n× n matrix P, |kP|=k^n|P| ⇒ |KA|=K^3 |A| ...

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Multiplication of Matrices

If A is a squ...

Question

If $A$ is a square matrix of order $3 \times 3,$ then $| K A |$ is equal to

K | A |

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K^{2} | A |

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K^{3} | A |

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3 K | A |

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