1. A polynomial equation has roots at x tl and x = 2i. What is the minimum degree of the polynomial equation? (assuming all coefficients are real) a. 6 b. 5 с. 4 d. 3 2. Consider the graph of f(x) = 2r +4x – 5x - 5x+6 shown at the right. How many zeros of the function must be imaginary? 3 5 4 -21 3 a. 0 b. 1 с. d. 3. 3\ 3. Write the polynomial function of least degree that has zeros of x = 2 and x 3i. (assume all coefficients must be real) f(x) = x'-2r + 9x - 18 b. f(x) =x- 3ix-2x-6 f(x) =x'+2x² +9x + 18 a. с. d. f(x) =x-6r-6 fix) 2x+4x-5x-5x+ 6

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