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If A=\begin{vmatrix} a & b\\ c&d \end{vmatrix}; B=\begin{vmatrix} a & c\\ b&d \end{vmatrix}   C=\begin{vmatrix} a & d\\ b&c \end{vmatrix}and D=\begin{vmatrix} a & b\\ d&c \end{vmatrix}  then

  • Option 1)

    A=C

  • Option 2)

    A=D

  • Option 3)

    A=B

  • Option 4)

    None of these 

 

Answers (1)

best_answer

As we have learned

Property of determinant -

If rows be changed into columns and columns into the rows , then the values of the determinant remains unaltered.

-

 

 since A and B can be obtained by interchanging rows and columns they are identical.

 


Option 1)

A=C

Option 2)

A=D

Option 3)

A=B

Option 4)

None of these 

Posted by

prateek

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