Problem 3: Answer the questions below to determine an equation for the graph of R(x) shown below. A. What can be determined about the degree of the numerator of R(x) compared to the degree of the denominator? Explain your answer. The B. What is the ratio of the leading coefficients of the numerator and denominator? Explain how you know. C. What factor is guaranteed to be in the numerator of R(x) that does not reduce? Explain how you know. D. What factor(s) is/ are guaranteed to be in the denominator of R(x)? Explain your answer. C. What factor is guaranteed to be in both the numerator and the denominator of R(x)? Explain. E. What factor is guaranteed to be in the denominator that does not reduce? Explain your answer. F. Based on your answers to A-E, write an equation for R(x)