1)Construct a histogram of the data. How many bins did you use? What was the width of the bins?
2) Calculate the skewness measure.
3)Calculate the z-score of the data (you do not need to report these). What is the minimum and maximum
z-score. What is the proportion of observations that have z-score larger than 1.5?
the data is
55.3
55.3
55.3
55.9
55.9
55.9
55.9
56.1
56.1
56.1
56.1
56.1
56.8
56.8
57
57
57
57.8
57.8
57.8
57.9
57.9
57.9
58.8
58.8
58.8
59.8
59.8
59.8
62.2
62.2
63.8
63.8
63.8
63.9
63.9
63.9
64.7
64.7
64.7
65.1
65.1
65.1
65.3
65.3
65.3
65.3
67.4
67.4
67.4
67.4
68.7
68.7
68.7
68.7
69
70.4
70.4
71.2
71.2
71.2
73
73
73.1
73.1
74.6
74.6
74.6
74.6
79.3
79.3
79.3
79.3
83
83
83
1)Construct a histogram of the data. How many bins did you use? What was the width...
Problem. A sample of 77 individuals working at a particular office was selected and the noise level (dBA, decibel) experienced by each individual was determined, yielding the following data 55.3 55.3 55.3 55.9 55.9 55.9 55.9 56.1 56.1 56.1 56.1 56.1 56.1 56.8 56.8 57.0 57.0 57.0 57.8 57.8 57.8 57.9 57.9 57.9 58.8 58.858.8 59.8 59.8 59.8 62.2 62.2 63.8 D63.8 63.8 63.9 63.9 63.9 64.7 64.7 64.7 65.1 65.1 65.1 65.3 65.3 65.3 65.3 67.4 67.4 67.4 67.4...
Select two data values from your raw data – one that is inside of the confidence interval and one that is outside – one must be at the high end of the data and one at the low end – and construct two hypothesis tests, one for each value. One of the tests should be a “less than”, the other should be a “greater than”, depending on the value being tested. Use a 95% level of confidence. Showcase Ho and...
2 62.8 MEAN = 3 71.9 MEDIAN = 4 69.6 MODE= 5 74.1 RANGE = 6 66.6 MIN. = 7 76.5 MAX.= 8 66.4 STDEV. = 9 73.1 MY HEIGHT =67.00 10 71.6 Z SCORE FOR MY HEIGHT = 11 69.3 12 64.0 13 70.9 14 62.2 15 63.3 16 67.7 17 65.2 18 64.2 19 69.4 20 71.7 21 64.6 22 69.0 23 71.3 24 69.1 25 71.6 26 75.9 27 66.2 28 67.4 29 64.6 30 69.6 31...