If A= ( begin{bmatrix}i&1 0&i end{bmatrix} ), then the correct relati – McqOptions

MCQOPTIONS

1.	If A= ( begin{bmatrix}i&1 0&i end{bmatrix} ), then the correct relation is ___________
A.	A+A = ( begin{bmatrix}1&0 -1&0 end{bmatrix} )
B.	A-A = ( begin{bmatrix}1&0 -1&0 end{bmatrix} )
C.	A+A = ( begin{bmatrix}0&1 -1&0 end{bmatrix} )
D.	A-A = ( begin{bmatrix}0&1 -1&0 end{bmatrix} )
Answer» E.

Discussion

No Comment Found

Related MCQs

If A= ( begin{bmatrix}i&1 0&i end{bmatrix} ), then the correct relation is ___________
Which of the following is the reversal law of transposes?
If P= ( begin{bmatrix}-1&5 8&3 end{bmatrix} ) and Q= ( begin{bmatrix}4&2 8&5 end{bmatrix} ). Find (2P+3Q ) .
If matrix A= ( begin{bmatrix}4&1 6&2 end{bmatrix} ) and B= ( begin{bmatrix}-1&3 2&1 6&6 end{bmatrix} ), then find A B .
Find the transpose of the matrix A= ( begin{bmatrix}-1&2& sqrt{3} -4&5& sqrt{6} -7&8&-9 end{bmatrix} )
If A= ( begin{bmatrix}cos x&-sin x&-cos x sin x&-cos x&sin x end{bmatrix} ). Find A A.
If A = ( begin{bmatrix}8&2 6&4 end{bmatrix} ) and B = ( begin{bmatrix}9&5 7&3 end{bmatrix} ). Find (A+2B) .
If A= ( begin{bmatrix}2 7 8 end{bmatrix} ), B= ( begin{bmatrix}-3&4&1 end{bmatrix} ), find (AB) .
Find the transpose of A= ( begin{bmatrix}1&-2 -1&5 end{bmatrix} ).
Which of the following is not the property of transpose of a matrix?