The frequency distribution table for the given histogram will be as follows
Height | Frequency |
63 -66 | 7 |
66 - 69 | 6 |
69 - 72 | 5 |
72 - 75 | 12 |
75 - 78 | 16 |
78 - 81 | 17 |
81 - 84 | 13 |
84 - 87 | 10 |
87 - 90 | 9 |
90 - 93 | 5 |
93 - 96 | 1 |
Total | 101 |
From the table we can find out that class width = Upper limit - Lower limit of any class = 69-66 = 3.
part - 3.
the students less than 78 inches tall = 7+6+5+12+16 = 46
percentage of students less than 78 inches tall = (46/101)*100 = 45.54%
ereise 19abcd Qui Check 63 66 69 7275 78 81 8 87 90 93 Height (inches)...
T he föllówing frequency histogram presents the heights, in inches, of a random sample of 100 male college students. Check Ansvw Solve It Guided Solutie Show Exampl Ask My Instruct Link to Textboo Tables Formulas 63 66 69 72 75 78 81 84 87 90 93 96 Save for Later Height (inches) Submit Assignment Part 1 out of 3 How many classes are there? There are What is the class width? The class width ism
0 Next 2.2 Section Exercise 19abod The following frequeney histogram presents the heights, in inches, of a random sample of 100 male college students. Guided Solution 21 Ask My Instructor Link to Textbook Part 1 How many classes are there? There are1dasse Height (inches) Solve It Part 1 How many classes are there? There are 11 What is the class width? The class width is 3 Part 2 which class has the lowest frequency? · The class 63 66 has...
Boats (tens of
thousands) Manatees
66 55
65 38
69 34
67 49
74 42
75 59
78 53
84 69
81 82
87 79
90 81
94 93
92 74
98 67
99 78
102 91
100 73
98 91
97 97
93 82
88 89
87 80
90 71
92 68
idrresponding numbe o ms for 880.000 registered Use the accompanying paired data consisting of registered boats (tens of thousands) and manatee fatalities from boat encounters. Let x...
The following data represent glucose blood levels (mg/100 ml) after a 12-hour fast for a random sample of 70 women (Reference American Journal of Clinical Nutrition, Vol. 19, pp. 345-351) 45 668) 71 75 64 59 59 75 82 B0 81 85 77 82 90 87 72 70 69 83 71 87 69 81 76 96 83 67 94 101 94 89 94 73 99 93 85 83 90 78 80 85 83 84 74 81 70 65 89 70...
#1. Identify what type of sampling method is used (random, systematic, convenience, stratified, cluster). (a) To judge the appeal of a proposed television sitcom, a random sample of 10 people from each of three different age categories was selected and those chosen were asked to rate a pilot show. (b) To maintain quality control in a brewery, every 1000th bottle of beer coming off the production line is opened and tested. #2. The scores of 40 students on a statistic...
Problem: The following data represent glacose blood levels (mg/100 ml) after a 12 hour fast for a random sample of 70 women (Reference: American Journal of Clinical Nutrition, Vol. 19, pp. 315-351). 45 66 83 71 76 64 59 59 76 82 80 81 85 77 82 90 87 72 79 6 8371 87 817696836794 101 9 9 94 73 99 93 85 83S 78 S0 85 83 84 74 81 70 6 89 70 80 84 77 65 46...
Pls both parts for UPVOTE Using Excel create four histograms, properly labeled, depicting the data from the frequency distributions in #a and #b below. a) Using the variable Age, construct TWO frequency distributions to summarize the Ages of students born in the USA and those born outside the USA. Use 5 classes to construct your frequency distribution. For each frequency distribution, show your calculations for the class width and then list the: Lower limits and upper limits Class boundaries Class...
For the take-home portion of the exam, you will be analyzing the dataset titled "Testscores", found on the Content page. This dataset lists the scores for two different classes who were both given a similar test. Using this data, answer the following 5 questions, each worth 10 points 1. Calculate a 95% confidence interval for the mean score in each class, What conclusions can we draw from this? 2. Calculate a 95% confidence interval for the difference between the two...
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...
Alumni donations are an important source of revenue for college and universities. If administrators could determine the factors that could lead to increases in thepercentage of alumni who make a donation, they might be able to implement policies that could lead to increased revenues. Research shows that students who are moresatisfied with their contact with teachers are more likely to graduate. As a result, one might suspect that smaller class sizes and lower student-faculty ratios mightlead to a higher percentage...