Suppose matrix A has the SVD A = UEVT. The matrix U has exactly three columns, u₁, 2, 3. The first left singular vector of A is and the second singular vector of A is Determine the entries of the third left singular vector ug such that Assume that 81, 82, and 83 are all positive numbers. --() --0 −100 21:00 21/01 ܒ ܩܘ ܝܐ ܩܘ ܒܗ ܗܘ -(9)

Find a and that solve the vector equation: Suppose the above equation is expressed as Ax = b with x = coeffieints of the equations in one matrix form as (Ab)= Rows: 2 Columns: 3 b) c) d) 21 a (²) + ^ ( ;) = (²1) B α= B = Complete the missing column of the following matrix derived by doing row operation of the augmented matrix in a): 1 -2 (²). 0 1 Express the

36. (a) What matrix transforms (1,0) into (2,5) and transforms (0, 1) to (1,3)? (b) What matrix transforms (2,5) to (1,0) and (1,3) to (0, 1)?

[EX4 Q2] A matrix question :)