please solve it on page part c and d only on page

Part 3 [10] This part consists of 4 questions related to the same setup. You should answer them together on a page, scan it and upload it as a pdf. The file format must be pdf. You may use more than one page, but you must put them in one pdf, because you may only upload one file. Let W = {p(x) E Poly2 | p(1) = 0} and let T : R3 -> W be a linear map defined by T = (-a+b) +(-b-c)z+ (c+a)z2 Also let B and / en B' = (x - 1,x2 - 2x + 1) 7. (a) Show that B is linearly independent. (b) Show that B' spans W. EEN (c) How many rows and columns does the matrix [T]8 +8 have? (d) Compute at least one column of the matrix [T] B'-8. Make sure to say which column you computed