Title 1000 (Part2) 00 MI) Express. if possible, the vector (1,2-6) as a linear combination of the vectors = (0,1,2) v = (1,0,2)".w=(1,2,0) Let E=() and R=bbel, where we = (1,0,-1)", u; = (1.2, 1) = (-1.1.1) and b,= (1. -1)".b,= (2-1)". Find the matrix representing L from into a with respect to the ordered basis E und F where L(x) = (2x2,-1,) You can drag and drop is here to add them Fenster Title 1000 (Part2) 00 MI) Express. if possible, the vector (1,2-6) as a linear combination of the vectors = (0,1,2) v = (1,0,2)".w=(1,2,0) Let E=() and R=bbel, where we = (1,0,-1)", u; = (1.2, 1) = (-1.1.1) and b,= (1. -1)".b,= (2-1)". Find the matrix representing L from into a with respect to the ordered basis E und F where L(x) = (2x2,-1,) You can drag and drop is here to add them Fenster