SOLVED: [1 mark] Before we continue; we need to know about the concept of a matrix "inverse" The inverse of a square matrix M is the square matrix that left-multiplies M such that the result is the identity matrix (which you learned about previously) We write the inverse of the matrix M as M-1 and the identity matrix we have M-IM = I (keeping in mind that the sizes of all of these matrices must be identical): For the 2-by-2 square matrix M =the inverse isM-1 =M [" 4where |Ml is the determinant
SOLVED: [1 mark] Before we continue; we need to know about t…
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