Please don't hand write thank you

D Question 1 11.11 pts [ Select ] and [ Select ] va asymptotes help describe the behavior of functions that are unbounded near x = a. [ Select ] and [ Select ] asymptotes are used to describe the behavior of functions as x assumes arbitrarily large positive values or arbitrarily large negative values. D Question 2 11.11 pts The line x = a is a [ Select ] asymptote for the graph of y = f(x) if f ( ae) -+ 0o or f (a) -+ -co as x -> at or ac -+ a . D Question 3 11.11 pts If f ( ac) = 2 2(2 is a rational function with d(c) = 0 and n(c) * 0, then the line d ( ac ) [ Select ] is a [ Select ] asymptote of the graph of f.D Question 4 11.11 pts Let p(x) = anan + an 127-1 + ... + aix + do be a polynomial function with n 2 1 an even integer and an a positive real number. Then lim p(a) is [ Select ] and lim p(x) is [ Select ] D Question 5 11.11 pts Let p(x) = ana" + an_120-1 + ... + ala + do be a polynomial function with n > 1 an even integer and an a negative real number. Then lim p(a) is [ Select ] and lim p(x) is 20-7 - 00 [ Select ]D Question 6 11.11 pts If f (ac ) = amx" +am-1am-It. . .tajxtao -, with am * 0 and bn * 0, then lim f(x) = lim am i'm and lim f(ac) = lim am acm x-> - 20- -00 If [ Select ] , then lim f(x) = lim f(x) = 0, and the line 20 - - 00 [ Select ] is a horizontal asymptote of f(x). If [ Select ] , then lim f(x) = lim f(x) = am 20 ->- 00 , and the line [ Select ] is a horizontal asymptote of f (x). If [ Select ] ', then lim f(x) and lim f(x) will be co or -co, depending on m, n, am, and bn, and f(x) does not have a horizontal asymptote.D Question 7 11.11 pts Let p(a) = ana" + an 127-1 + . .. + aja + do be a polynomial function with n > 1 an odd integer and an a negative real number. Then lim p(a) is [ Select ] and lim p(x) is 20 - -00 [ Select ] D Question 8 11.11 pts Polynomial functions have vertical asymptotes. A vertical asymptote of a rational function can occur only at a of its denominator.D Question 9 11.11 pts Let p(x) = ana" + an-127-1 + ... + aix + do be a polynomial function with n > 1 an odd integer and an a positive real number. Then lim p(a) is [ Select ] V and lim p(x) is 20- -00 [ Select ]