what is the answer

D Question 8 10 pts Suppose f(a) = d (a ) "( is a rational function, where n(a) and d(a) are polynomials. If n(a) and d(a) have no real zeros in common and c is a real number such that d(c) = 0, then the line X = C is a horizontal asymptote of the graph of f. If n(x) and d(a ) have one or more real zeros in common, there are no horizontal asymp If the degree of n(x) is less than the degree of d(a), then y= c is the vertical asymptote If the degree of n(a) is equal to the degree of d(ac), then |y = a/b is the [ Select ] , where [Select ] is the leading coefficient of n(a) and [ Select ] is the leading coefficient of d(a). If the degree of n(a) is greater than the degree of d(a), then there is no [ Select ]