#17: (a) What value of real constants b and c are required to give x y" + bxy' + cx = x the fundamental complementary solution set (yl(x), 2(x); where yi(x) = x , y2(x) = x . (b) Using variation of parameters, the coefficient of y (x) in the particular solution is called uj (x). If the Wronskian W(1, 12) = -16x, find u; (x). (A) b = -1, c = -63 (B) b = -63, c = 16 (C) b = 2, c = 63 (D) b = 63, c = 16 (E) b = -2, c = -63 #17(a): Select v | | Part (a) choices