_. S _n. M _. n No/ DATA/j gamete, 00 fit; {altitude in km] 0 1 2 3 a: tthours after takeoff] Use the graph and your knowledge of the real universe to answer the following questions. Is h(t) a continuous function? Whyfwhy not? hm hm If possible, nd I. >2 ' lim Mi\") If possible, nd !. +3 ' ' Find h(6). (No, the "6" is not a typo or a mistake in the question) _ li111h.(f) Find rHs . Find the average rate of change of the altitude over the interval from t = 0 to t= 6. True or false: At some point between t = 2 and t= 3, the plane's altitude was exactly 8.275 km. Which of the following could be used to answer the question "How rapidly did the plane descend during its last half hour in the air? (a) h(6) - h(5.5) 12(6) \"5.5) (b) (3 5.5 (c) 6 - 5.5 (d) This question cannot be answered with the given information. Which of the following could be used to answer the question "How far did the plane descend during its last half hour in the air? (a) h(6) - h(5.5) h (ti) MRS] (b) (3 5.) (c) 6 - 5.5 (d) This question cannot be answered with the given information. Question L3 You get on an airplane in Los Angeles. The plane leaves at 9 AM, and arrives in New York six hours later; note that both cities are at sea level. Let h(t) be the altitude of the plane, in kilometers above sea level, t hours after 9 AM. Due to a malfunction in the ight data recorder, possibly caused when the plane flew over Area 51, some of the data was erased. A graph of the data is shown below