Problem 1. (1 IM'int) Find the following information pertaining to the polynomial, f(x) , graphed above. (a) The zeros Of f (x) are x = (separate by commas) and the zero x = has multiplicity (even/odd), the zero x _ has _ multiplicity (even/odd), the zero x has multiplicity (even/odd) and, the zero x has multiplicity (even/odd). (b) The degree of f (x) is (even/odd). (c) The leading coefficient of f(x) is (pos/neg). Answer( s) submi tted: (incorrect) Problern 2. (1 point) State the degree, the number of terms, and describe the long-run behavior of the polynomial below. y = (x 6)(6x). Its degree is (enter as a number) The number of terms is . (enter as a number) Type INFINITY and -INFINITY to enter or when describ- ing the long-run behavior: Answer(s) submitte d: (incorrect) Problem 3. (1 point) Move points A, B and C to create the correct graph Of f(x). Use button "Flip" to flip the graph if needed. Hint: You Can zoom in and out to make sure your zeros are correct. Hint: A, B and C have different multiplicities. Use this fact. Click the submit answers button when you are done. geogebraweb code Answer(s) submitted: (incorrect) Problem 4. (1 point) Given P(x) 7, if X if x If your answer is m, input -infinity; if your answer is GO, in- put infinity. Answer(s) submitte d: (incorrect)