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 .

Question

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 .

TuteeHUB · Accepted Answer

(  begin{bmatrix}14&14&18    5&4&60  end{bmatrix}  )

TuteeHUB · Answer

(  begin{bmatrix}14&14    5&4    6&18  end{bmatrix}  )

TuteeHUB · Answer

(  begin{bmatrix}14&5    14&4    6&18  end{bmatrix}  )

TuteeHUB · Answer

(  begin{bmatrix}14&14&60    5&4&18  end{bmatrix}  )

TuteeHUB · Answer

(  begin{bmatrix}14&14&18    5&4&60  end{bmatrix}  )

1.	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 .
A.	( begin{bmatrix}14&14 5&4 6&18 end{bmatrix} )
B.	( begin{bmatrix}14&5 14&4 6&18 end{bmatrix} )
C.	( begin{bmatrix}14&14&60 5&4&18 end{bmatrix} )
D.	( begin{bmatrix}14&14&18 5&4&60 end{bmatrix} )
Answer» D. ( begin{bmatrix}14&14&18 5&4&60 end{bmatrix} )

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