1. Find a polynomial of degree 3 whose zeros are -4, -1, 2 and y intercept 16. 2. Find a polynomial of degree 5 whose zeros are -4, 2, 0 (multiplicity 3) and contains the point (-2, 64). 3. Find a polynomial of degree 4 whose coefficients are real numbers and that has the zeros -1, 2 and -4 - i. 4. Find all the zeros of f(x) = x - x* -4x'+ 8x -32x + 48 by using synthetic division. Write f(x) in factored form. 5. Find all the zeros of f(x) = 2x + 2x -1 1x' + x -6 by using synthetic division. Write f(x) in factored form. 6. Solve the inequality x? (3+ x)(x+ +) > 0 algebraically and graph the solution set. (x +5)(x-1) 7. Solve the inequality (3 - x) (2x +1)