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Deskt .5 6.0 10 3.5 40 7.5 5.2 9.5 8.0 3.5 9.0 3.0 6.5 2.4 5.0 (a) Find the mean and standard deviation for these 20 viewing hours per household. [To speed up your calculation, you are given 683.32] (b) Order the data from smallest to largest (c) Find the a-soores for the smallest and largest viewing hours. Is there any reason to believe that these hours are unusually Iarge or snall Explain Question 6 (16 points): Refer to the viewing hour data in Question 5 (a) Find the five-number summary for this data set (b) Construct a box plot for the data (e) Are there any unusually large or small viewing hours identified by the boux plot? (d) Construct a stem and leaf display for the viewing hours. How would you describe the shape of the distribution? Dos the shape of the box plot confirm this result? Total Points 7

Using the data in question 5 to solve question 6 please.

math   Statistics-And-Probability   
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Answer #1

we have given 20 obrea vaions: Ascending ơdex ,24 3,9:2, 3.5, 3.5, 41 4.2 , S. 5. 2 55 5, ç| ς.5, 6.5, 8, 8.3, 9, 9,ç 之, 「1+2.4+34 t 9.5 - 1012 2. 0dn Standard deviation 2 2 S.3830b>) data from smali et o langet 24, 3, 3.2 135,35, 4, 4.2 ,5, 5.2, 5.5, smdiet an Viewing ouO 5.192 -5-392.20 -1.8921 1. #1 56〉a〉 five number summon 1 m the data setthh 2 S.35 +hn 4d535o bs l) we hove fo Jo bo* plot of he dajo16 man 2 3 2stem leaf onclusisn 2402SS T / 02025 eaf and oxrls ore same shafe 3 o 30c 〉 flomhox rl、ト n아어mmetrk s ce. same aj it.is steme

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Using the data in question 5 to solve question 6 please. Deskt .5 6.0 10 3.5...
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