#1 41 #2 38 #3 47 #4 39 #5 43 How different was the expected number of trains than the actual number of trains, for each track? _________________________________________________________________ Run the appropriate test for each set of data (it’s the same test for both situations). The data that has the lowest is least likely to be the site of the robot’s demise, so it can be eliminated. p-value If you have done everything properly, you will now know the location of the demise of the robot. Location: Case File #8: The Smoking Gun! The following data show the number of nanoliters of water found in various places in Flibbergibit’s body: Distr. <Q1: Q1: > Q1 Med: >Med Q3: > Q3: <Med: < Q3: Data 1, 3, 3, 5 5.5 6, 7, 8 9 (3) 10, 10 11.5 13, 21, 23, 24 The following data the number of volts in each of the various circuits in Flibbergibit’s body from electrical surges: Distr. <Q1: Q1: > Q1 Med: >Med Q3: > Q3: <Med: < Q3: Data 92, 109, 115 116, 117, 121.5 122, 124, 129 130, 131, 110, 112, 117, 119, 125, 126, 133, 133, 114 121 128 136 boxplots for both sets of data. Find the outliers for both sets of data.
#1 41 #2 38 #3 47 #4 39 #5 43 How different was the expected number of trains than the actual number of trains, for each track? _________________________________________________________________ Run the appropriate test for each set of data (it’s the same test for both situations). The data that has the lowest p-value is least likely to be the site of the robot’s demise, so it can be eliminated. If you have done everything properly, you will now know the location of the demise of the robot. Location: Case File #8: The Smoking Gun! The following data show the number of nanoliters of water found in various places in Flibbergibit’s body: Distr. <Q1: Q1: > Q1 <Med: Med: >Med < Q3: Q3: > Q3: Data 1, 3, 3, 5 5.5 6, 7, 8 9 (3) 10, 10 11.5 13, 21, 23, 24 The following data the number of volts in each of the various circuits in Flibbergibit’s body from electrical surges: Distr. <Q1: Q1: > Q1 <Med: Med: >Med < Q3: Q3: > Q3: Data 92, 109, 110, 112, 114 115 116, 117, 117, 119, 121 121.5 122, 124, 125, 126, 128 129 130, 131, 133, 133, 136 boxplots for both sets of data. Find the outliers for both sets of data.