Given the matrices
A
=
[
−
1
−
3
1
−
1
]
\displaystyle {A}={\left[\begin{array}{cc} -{1}&-{3}\\{1}&-{1}\end{array}\right]}
A
=
[
−
1
1
−
3
−
1
]
and
B
=
[
−
4
−
4
3
−
3
5
2
]
\displaystyle {B}={\left[\begin{array}{ccc} -{4}&-{4}&{3}\\-{3}&{5}&{2}\end{array}\right]}
B
=
[
−
4
−
3
−
4
5
3
2
]
A.
It is
Select an answer
not possible
possible
to add these matrices.
B.
If addition is possible what is
A
+
B
\displaystyle {A}+{B}
A
+
B
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