7) The two-way table shows the frequencies of students who sit in the front row and whether they are passing oes passing depend on doing sitting in he front row? Justify your reasoning with alculations! Passing Not Passing Total Front Row 7 1 8 Not Front Row 14 5 19 Total 21 6 27
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- The following two-way table represents the results of scores from an exam worth 100 points. Nonmath majors Math majors < 50 4 5 50-59 2 1 (a) How many nonmath majors took the exam? 34 nonmath majors (b) How many students scored less than 50 points? 9 students 60-69 6 1 70-79 15 2 80-89 2 12 90-100 5 2 (c) What percent of students taking the exam scored in the 70s? (Round your answer to the nearest percent.) % (d) What percent of students taking the test were math majors? (Round your answer to the nearest percent.) %12. It can be small or large, as long as it includes all the data you are interested in.Pls dont do handwritten and also explain concept and use excel formulas wherever required and not the statistics tables.
- What is the frequency of times the limit was exceeded by less than 6 timesI am having some trouble with this homework questionWe are interested in looking at the effect of a baseball player’s free agent status on their salary. We look at 337 baseball players and categorize them as either having a high salary (above 2 million) or not, and as either being free agents or not. ------------------------------ You also wonder if having a high batting average affects the salary of baseball players. You classify all 370 baseball players as having a high batting average if it is over .300. 1. What is the conditional distribution of high salary when looking only at those who have high batting averages? 2. What is the marginal distribution of high salary? 3. Give the four expected counts.
- Suppose Table 3b gives us the IQ range and the possible occupation/employment, find out what percentage of student applicants in Table 3c will fall into each IQ range. Table 3b: IQ range and Occupation/employment Occupation and Employment IQ Range 90-100 Laborers, Gardeners, Upholsterers, Farmhands, Miners, Factory Packers and Sorters, Warehouse workers, Carpenters, Cooks and Bakers, Farmers and Truck Drivers 101 111 Machinists, Shopkeepers, Butchers, Welders, and Sheet Metal Workers 112-122 Foremen, Clerks, Telephone Operators, Salesmen, Police officers and Electricians 123-133 School Teachers, Pharmacists, Accountants, Nurses, Stenographers and Managers 134-144 Doctors and Surgeons, Lawyers and Engineers 145 & abor Top Civil Servants, Professors and Research Scientists Table 3c: The IQ scores of 70 student applicants in a certain college: Table 3cc: IQ Range freq%[0.0000] 132 128 106 96 104 99 115 112 90 95 127 113 103 96 101 104 90 127 103 106 122 109 113 109 100 101 135 123 96 96…The following table gives the extra travel time in hours for peak-period travelers in urban areas with more than 3 million people in a certain year. Urban Area Annual Hours ofDelay per Traveler Los Angeles–Long Beach–Santa Ana, Ca 70 San Francisco–Oakland, CA 58 Atlanta, GA 61 Washington (D.C.–VA–MD) 60 Dallas–Fort Worth–Arlington, TX 51 Houston, TX 52 Find the mean of the extra travel time in that year, in hours, for peak-period travelers in urban areas with more than 3 million people. (Round your answer to two decimal places.)__hrWhat is the standard deviation for these data? (Round your answer to two decimal places.)___hrThe mode of the data 15, 13, 19, 15, 25, 22, 15 is O 19 O 15 O 13 О 22 О 25
- A researcher wanted to find the effect of a special diet on systolic blood pressure. She selected a sample of seven adults and put them on this dietary plan for 3 months. The following table gives the systolic blood pressures (in mm Hg) of these seven adults before and after the com- pletion of this plan. Before After 210 193 180 186 195 186 220 223 231 220 199 183 224 233 Let u be the mean reduction in the systolic blood pressures due to this special dietary plan for the population of all adults. Construct a 95% confidence interval for ud. Assume that the population of paired differences is (approximately) normally distributed.A flight travels daily from Pittsburgh to San Antonio. The following list gives the flight's arrival time (in minutes) relative to the scheduled arrival time for a selection of 10 days. (A negative number means the flight arrived that many minutes early.) -8, 9, -9,-10, 26, 36, -1, 11, 21, 23 Send data to calculator not (a) What is the median of this data set? If your answer. an integer, round your answer to one decimal place. (b) What is the mean of this data set? If your answer is not an integer, round your answer to one decimal place. Ozero modes (c) How many modes does the data set have, and what are their values? Indicate the number of modes by clicking in the appropriate circle, and then indicate the value(s) of the mode(s), if applicable. one mode: 0 two modes: and 5 2 Continue acer esc ! @ 3 $ 4 % 5 6 & 7We are interested in looking at the effect of a baseball player’s free agent status on their salary. We look at 337 baseball players and categorize them as either having a high salary (above 2 million) or not, and as either being free agents or not. ------------------------------ You also wonder if having a high batting average affects the salary of baseball players. You classify all 370 baseball players as having a high batting average if it is over .300. 1. The given χ2test table gives many test statistics. The row we want to look at is labeled Pearson Chi-Square. Give the test statistic, the degrees of freedom, and the p-value. 2. At a significance level of .05, what can you conclude in the context of this problem?