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Math · Statistics And Probability
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Question 3: For each of the following data sets, calculate each of the following if they exist and where a measure does not exist, state this with the reason why (and for parts (vii-viil) and (), make sure yoru distinguish correctly whether the data set is from a sample or a population): vi. Mean absolute deviation vii. Variance i. Mode ii. Median ii. Mean iv. Mid-range v. Range vii. Standard deviation ix. Mean absolute relative deviation x. Coefficient of variation Mode of travel to/from work, for a random sample of 25 people drawn from the population of all people who work in a specific office complex (W = walking, C = cycling, P = public transit, D = driving): a) D, P, D, C, C, W, D, D, D, D, P, D, D, D, D, C, D, D, D, P, C, P, P, w, P b) Total annual rainfall in mm over the last 31 years, measured at a specific location: 3164, 3097, 2919, 2967, 2654, 2803, 3686, 3050, 2992, 2631, 3092, 3307, 3007, 3390, 2782, 2730, 2705, 3315, 3246, 3056, 2557, 3042, 2824, 3239, 3105, 2665, 2262, 3453, 3141, 2999, 3064. Distance in m measured between two specific points ¡long a hiking trail, using pacing, by each of 10 different hikers randomly selected from all hikers walking the trail: e) 964, 961, 1089, 1009, 941, 1046, 885, 1066, 980, 897 d) Average walking pace length, in m, for the hikers from part (c): 0.93, 0.68, 0.60, 0.74, 0.83, 0.84, 1.01,0.82, 1.06, 0.80.
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