Find the product CA, if possible.
Matrix A has 2 rows and 3 columns, whereas Matrix C has 3 rows and 2 columns. The rule is that the number of rows of C must be = to the number of columns of A. Is that the case here?
If not, you cannot do matrix multiplication here.
it dosent look like it so no
right?
number of rows in C: 3 number of columns in A: 3
right, so its not possible then?
To quote @mathmale , "The rule is that the number of rows of C must be = to the number of columns of A. Is that the case here? .. If \(\color{red}{\text{not}}\), you cannot do matrix multiplication here."
ohhhh i see now
damn so it is possible
I am not very good at matrix multiplication otherwise. Sorry.
thats okay
I wish you luck, then!
A and C cannot be mult. because the middle dimensions of the 2 matrices are different.
↑ I would listen to him, he's the math boss on this site haha
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