3. Given a cubic polynomial function p00 2 axd + bx' + cx + Cl, (a, b, c, d i U), answer the following questions. Justify each answer. a. How many x-interoepts can there be? b. Does the degree of this polynomial function guarantee any xintercepts? 0. Will the graph pass through the origin? d. Could the graph \"touch" the xaxis in two different places? e. Identify the end behavior of the graph. f. If it is known that one zero is real and another zero is imaginary, what can be determined about the remaining zeros