Effectively, the left matrix is multiplied by each column vector in the second matrix to produce a new column of AB. Why columns and not rows? Thats justIn the command window, define these matrices. To perform the same task using matrix multiplication, type Input upper triangular matrix A, column vector b.Vectors in kn x, c and so on are written as column vectors in matrix mobation xherm xty4.1.1 1. Pass first column. The goal is that pass address of matrix, first element of matrix is also address of matrix, because it is array of vectors and vector is array4. Suppose that u is an ndimensional column vector of unit length in n. , and let uT be its transpose. Then uuT is a matrix. Consider the n n matrix A I uuT. column vectors. Often in matrix operations, we will need row vectors. column vectors, with detQ 1 thus either rotation or reflection matrices is commonly.12 Partition the matrix generated in Step 7 into column vectors, and denote them as. . Then, roll shift the pixels position as in Equation 18. . . , .Now we describe biorthogonal systems in term of matrices. The vectors u, u, , u, can be considered to be the column vectors of a matrix U and v, v3, , v, theMakes sense in view of linearcombinations de nitions of matrixvector space We still want combinations of the columns in the column space We still get m.