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Earn +20 ptsQ: Who was first credited for matrices?
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Can matrices of the same dimension be multiplied?
No. The number of columns of the first matrix needs to be the same as the number of rows of the second.So, matrices can only be multiplied is their dimensions are k*l and l*m. If the matrices are of the same dimension then the number of rows are the same so that k = l, and the number of columns are the same so that l = m. And therefore both matrices are l*l square matrices.
What is the condition for the addition of matrices?
The matrices must have the same dimensions.
Do all matrices have determinant?
Only square matrices have a determinant
Do you multiply matrices?
I do not. I f*cking hate matrices. I multiply sheep.
What is the magnitude of the size change of the figures formed by these matrices?
There are no matrices in the question!
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