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Sagot :
Since the matrices have different dimensions, it is not possible to calculate the expression...
- Thus, Option C is correct!!~
Here we are given with two matrices as follows
- [tex]{\bf{P=\begin{bmatrix}5& 0& 1 \\ 2& 8& 5\end{bmatrix}}}[/tex]
And
- [tex]{\bf{Q=\begin{bmatrix}6& 5& 0 \\ 1& 2& 8 \\ 5& 4& 1 \end{bmatrix}}}[/tex]
We need to find P+Q . But , matrix addition is only possible iff the order of all matrices which are being added is same . Now , here order of P is 2 × 3 while that of Q is 3 × 3 . So , matrix addition isn't possible.
Hence , Option C) Not possible is correct
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