Question

find the value of the following determinante डि-4 2​

Answer 1

Answer:

Step-by-step explanation:

DETERMINANT :

|a b |

|c d |

is a determinant. (a, b), (c, d) are rows and , | a| ,|b |

                                                                       |c | , |d |are columns.

There are 2 elements in each column and 2 elements in each row so the Degree of this determinant is 2. It represents a number which is (ad-bc). ad-bc is the value of determinant |a b |

                    |c d |

SOLUTION :

GIVEN :

D = | -1  7|

      | 2   4|

D = |a b |

      |c d |

Determinant (D) = ad-bc

a= -1, b= 7 , c= 2 , d= 4

D = (-1 × 4 ) - (7 × 2)

D = - 4 - 14 = -18

D = -18

Hence, the value of Determinant (D) is -18.

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