For Questions 1 and 2. Describe a method for using a table of random digits to samples. Then use the table of random digits provided to obtain the sample for both questions. 77 79 90 31 74 49 04 27 56 49 11 63 00 26 07 23 00 94 70 49 49 05 74 64 26 13 08 14 22 15 66 98 37 53 82 62 93 29 12 20 26 87 48 87 72 66 91 42 98 17 26 45 04 77 91 99 72 97 33 58 12 08 91 12 44 16 23 91 95 97 87 52 49 40 37 21 46 04 50 65 37 99 98 74 98 93 99 78 30 32 70 17 05 79 63 50 26 54 30 01 88

Here is a set of sample data. 83 89 32 94 18 38 74 30 79 21 84 99 88 25 72 46 93 49 5 7 28 82 52 47 19 85 58 22     Base on the data above, identify the 5 number summary , , , ,

Here is a set of data. 134 317 350 504 521 629 711 732 744 Identify the 5 number summary (min, Q1, median, Q3, max) 892 914 938 943 968

The lengths (in kilometers) of a random sample of 18 rivers on the South Island of New Zealand that flow to the Pacific Ocean are listed in table below. Lengths of Rivers (in km) 136 121 322 209 208 98 160 66 97 56 90 48 167 64 72 93 288 138 For the data shown above, find the following. Do not round any of your answers. The program here will take either answer.a)  Find the 5-number summary:     { ,,,, } b) Compute the IQR.     Put your answer in the first box and the correct units in the second box.      c) What is the lower fence for this data set?           What is the upper fence for this data set?        d) Which of the following is the correct modified boxplot for the data?     What units would go on each of your answers above?