Question 7 O l 1 point 2 You are working with the E i (5 definition of the limit with the function f(:13) : 13 and :3 : 4. For which of the following intervals will select any :8 in that interval guarantee that the corresponding f(:12) is in the interval ((11111 332) i E, (11111 1192) + 5) when E : 0. 35? (Select allthat are correct.) m>4 mHl _ (15. 65, 16.35) (m M) 5 (m, m) (m 17) (8 4??? M) There is no such interval. None of the above are correct. Question 9 0 / 1 poir You are working with the & - o definition of the limit with the function f (@ ) = x and = 1. Each graph below depicts the interval of function values ( lim z?) - E, lim x? )+ e when & = 0. 35 and a potential interval on the x-axis. Which of the graphs below depict an interval on the x-axis such that selecting any @ value in that interval guarantees that f(a ) lies in the interval +1 (lim z? ) - E, lim x2 \\+ 8)? (Select all that are correct.) lim !(@) =1 15 L+ =135 - L - = 0.65 - -06 -0.5 05 15 C+1 Interval is (0.90623, 1.1119) lim /(x) = 1 15 L+ = 1.35 - 1 - 6 - 0.65- -05 -45 15 Interval is (0.65623, 1.1619)lim /(x) = 1 L + 2 - 1.35- L - -0.65- -1 1.5 ca1 Interval is (0.90623, 1.2119) O lim /(x) = 1 L+e = 1.35- L - 0.65 - -0.5 05 15 0#1 Interval is (0.80623, 1.1619) O)There is no such interval. ONone of the above are correct