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Find all real zeros (if any) and state the multiplicity of each. f (z) = 355(1): 2)3 [2: + 9)3 ha Enter a real zero. then a comma, and then its multiplicity. If the function has more than one real zero. enter a comma before the next zero. For example, if the function has the following zeros: 2 with multiplicity 1 -3 with multiplicity 4 6 with multiplicity 2 then "(2.1), (6,4), (6,2)" should be entered. The list can begin with any of the zeros. Enter "none" ifthe function has no real zeros. Divide. 24+4z3 43:3 444.: ?7 25 Enter the quotient {without the remainder). Quotient: D You can check your answer 1 more time before the question is locked. Enter the remainder. For example. if the remainder is 10, enter "10'. If there is no remainder. enter "0'. Remainder: D By the Factor Theorem, what can be said about the polynomial function g (a ) if g (-2) = 0? O x-2 is a factor of g (x) O g () has no real zeros O g (a) has 2 real zeros O r+2 is a factor of g (x)By the Remainder Theorem, what can be said about the polynomial function p(a) if p(-6) = 3 ? The remainder must be when p(x) is divided by