Michael I. answered 03/24/19
Accredited Master Tutor
Hello Jackie
In case you have not already answered this question, here is the solution.
First of all, two zeros are missing, i.e., i and 7 - i. So the factors are: (x - 7)(x - i)(x + i)[x - (7 + i)][x - (7 - i)] =
(x - 7)(x2 + 1)[x2 - x(7 - i) - x(7 + i) + 49 + 1] = (x - 7)(x2 + 1)(x2 - 7x + xi - 7x -xi + 50) =
(x3 - 7x2 + x - 7)(x2 - 14x + 50) = x5 - 14x4 + 50x3 - 7x4 + 98x3 - 350x2 + x3 - 14x2 + 50x - 7x2 + 98x - 350
= x5 - 21x4 + 149x3 - 371x2 + 148x - 350.
Sincerely
Michael I.
Jackie V.
Thank you!04/04/19