Let A be the matrix: 15:00 FIRST Find all vectors v so that the distance between Av and the standard unit basis vector e, is minimized. Call the set of all such vectors THEN Find the unique vector vo in & such that vo is orthogonal to the kernel of A. On a pair of coordinate axes, draw ker( A) and L and vo to check your answer. Enter the x-coordinate of the vector 1/ in the box below (using 5 decimal points of precision)