Concept explainers
Answer A1, A2 and B1:
A. Refer to the data about the height 100 senior high school student. Assume this as your target population. Suppose this data constitute a
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- Suppose we had generated 1000 confidence intervals. What do you think would happen to the percent of confidence intervals that contained the population
mean ? - When we construct a 90% confidence interval, we say that “we are 90% confident that the true population mean lies within the confidence interval”. Explain what we mean by this phrase.
- Suppose we had generated 1000 confidence intervals. What do you think would happen to the percent of confidence intervals that contained the population
B. A study is conducted to test the hypothesis that people with glaucoma have higher-than-average blood pressure. The study includes 200 people with glaucoma whose mean Systolic Blood Pressure (SBP) is 140 mm Hg with a standard deviation of 25 mm Hg.
1. Construct a 95% CI for the true mean SBP among people with glaucoma.
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- In the following table the weights of 40 male students at State University are recorded to the nearest pound. Construct a frequency distribution of the data given in Table 2. Table 2 138 164 150 132 144 125 149 157 146 158 140 147 136 148 152 144 168 126 138 176 163 119 154 165 146 173 142 147 135 153 140 135 161 145 135 142 150 156 145 128arrow_forwardConsider the following set of data and answer Questions 14 through 17. 30 33 8. 20 28 29 36 39 41arrow_forwardC. The following data represent the average monthly temperatures for Washington, D.C. Month, x Average Monthly Temperature, °F 34.6 37.5 47.2 56.5 66.4 75.6 80.0 78.5 71.3 59.7 49.8 39.4 January, 1 February, 2 March, 3 April, 4 May, 5 June, 6 July, 7 August, 8 September, 9 October, 10 November, 11 December, 12 1) What is the regression equation for the average temperature in Washington, D.C.? 2) Find the predicted value for March of the following year.arrow_forward
- For the following table of data 30 70 7 47 13 60 0 91 33 44 40 9 67 55 65 12 140 77 49 77 110 98 21 22 44 33 44 18 10 33 30 20 110 109 54 17 40 102 33 17 55 16 90 12 175 44 33 33 7 82 BE CAREFUL WHEN YOU ENTER THE ANSWER AND BE SURE TO READ WHICH LETTER IS BEING ASK BEFORE YOU WRITE THE ANSWER. Data Frequency Cumulative Frequency Relative Frequency 150-179 120-149 90-119 60-89 30-59 0-29arrow_forwardThe accompanying data set lists diastolic blood pressure measurements (mm Hg) of females. All of the values are even numbers. Construct a stemplot. Identify the two values that are closest to the middle when the data are sorted in order from lowest to highest. (These values are often used to find the median.) 84 86 76 84 74 60 72 775 70 68 66 68 64 84 94 92 62 76 66 68 66 76 68 80 72 Construct the stemplot.arrow_forwardFind the oefficient of variation for the following data sets. 2. Which data set has more variation? Data set represents the systolic blood pressure for men aged 20-29 and 60-69 20-29 30-30 117 130 122 153 129 141 118 125 131 164 123 139arrow_forward
- The following data represents the age of 30 lottery winners. 24 25 28 33 35 36 36 43 45 49 56 59 59 60 60 62 69 69 70 70 70 71 73 73 74 75 75 76 78 84 Find the range of the data:arrow_forwardWhich data set has the smallest variation?arrow_forwardThe following data show the ages of recent award-winning male actors at the time when they won their award. Make a frequency table for the data, using bins of 20-29, 30-39, and so on. Click the icon to view the ages of male actors. Complete the table below. Age 20-29 30-39 40-49 50-59 60-69 70-79 No. of actors Data table 21 52 26 30 48 58 44 41 34 32 60 45 2243 72 44 57 43 34 46 41 742 45 32 3333 39 38 जैके 57 62 52 75 35 48 39 42 43 38 30 n Xarrow_forward
- We conduct a test of hypothesis of Ho : p = 0.3 vs. HA : p > 0.3. The value of the test statistic is -2.00. Which picture represents the appropriate p-value? A -2 C Select one: a. A b. B С. C d. D O O O Oarrow_forwardComplete the table below. The following data show the ages of recent award-winning male actors at the time when they won their award. Make a frequency table for the data, using bins of 20-29, 30-39, and so on. Click the icon to view the ages of male actors. Age No. of actors 20-29 30-39 Data table 40-49 50-59 60-69 34 70-79 30 50 37 23 52 43 44 36 64 2534 22 79 57 44 49 30 534 2743 50 36 44 543 22 42 32 63 52 32 44 333 24 43 59 78 31 43 42 33 - ×arrow_forwardAnswer A4, B1, and B2: A. Assume this as your target population. Suppose this data constitute a normal distribution. 156 182 154 146 160 156 160 139 162 137 158 145 155 157 150 152 165 149 150 171 162 144 141 156 148 165 157 167 154 169 167 162 166 163 154 129 166 153 164 156 152 160 160 155 162 167 147 160 168 142 135 145 146 150 169 156 186 155 158 156 144 160 148 175 153 157 152 150 158 157 151 165 163 159 173 145 162 157 150 152 144 138 168 158 159 141 161 160 151 163 161 168 164 165 164 139 161 136 173 163 Find the mean height and the population standard deviation. By simple random sampling, obtain a sample of 10 students. Compute the sample mean. Obtain the 90% confidence interval (CI) of the population mean using this sample. From the sample you obtain in…arrow_forward
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