Please do shown work or if you find a paper that has already been done that would be great !

Directions: Given the following complex zeros of a polynomial function, determine the conjugate that must also be a zero for the given polynomial. 9. x=3-2i 10. x = -4+ 6i 11. x=5+1i 12. x=-1-1 13. x = 4i 14. x = 3i Directions: A polynomial has the following zeros. Determine the least possible degree of the polynomial. 15. x = 3 (multiplicity 2), x =3i, andx =4 i 16. x =0, x = 1(multiplicity3), x =5 (multiplicity2), andx = -1+ 5i Directions: Factor the following expressions, if possible. If the expression cannot be factored, write \"Not Factorable\". 17. x2 - 25 18. x3 + 5x% + 6x 19. (x? 49)(x?% + 5x 14) 20. (x2+4)(x? +9) 21. 2x2x6 22, 2x2 -7x-4)(x2 -x-12) Worksheet A: Topic 1.5 Polynomial Functions and Complex Zeros Created by Bryan Passwater