Question

In: Statistics and Probability

A study is conducted for students taking a statistics class.  Several variables are recorded in the survey.  The...

A study is conducted for students taking a statistics class.  Several variables are recorded in the survey.  The 300 students were asked what type of car the student owns, the number of credit hours taken during that semester, the time the student waited in line at the bookstore to pay for his/her textbooks, and the home state of the students.  

1. Which of the following plots would be appropriate to graph the home states of the students?

bar graph, histogram, scatter plot, or side-by-side boxplot

2. The type of car a student owned was classified as an SUV, a sedan, or a sports car.  If the surveyors wanted to explore the relationship between type of car and the time the student waited in line at the bookstore, what plot would be most appropriate?

bar graph, histogram, scatter plot, or side-by-side boxplot

3. The mean number of credits taken during the semester by 300 surveyed students was 15.  The number 15

is a statistic labeled X

is a statistic labeled μ

is a parameter labeled X

is a parameter labeled μ

4. The number of credits taken during the semester for all students at Pitt is known to follow a Normal distribution with mean 14 and standard deviation 3. Based on the 68-95-99.7 rule, what proportion of students take more than 17 credits?

2.5%, 16%, 32%, or 95%

Solutions

Expert Solution


Related Solutions

A student named Foofy (who you'll be taking statistics with) conducted a survey. In her sample,...
A student named Foofy (who you'll be taking statistics with) conducted a survey. In her sample, 83% of mothers employed outside the home would rather be home raising children. She concluded that "the statistical analyses prove that most working women would rather be at home." What is the problem with this conclusion?
The Business department of a college desires to survey a sample of students taking business statistics....
The Business department of a college desires to survey a sample of students taking business statistics. The department is offering 30 classes of business statistics, similar in class size with a total of 1,200 students. They would like the sample size to be roughly 10% of the population of the business statistics students this semester. Describe how might the department obtain a sample using simple random sampling, stratified sampling, and cluster sampling.
Students in a statistics class are conducting a survey to estimate the mean number of units...
Students in a statistics class are conducting a survey to estimate the mean number of units students at their college are enrolled in. The students collect a random sample of 46 students. The mean of the sample is 12.5 units. The sample has a standard deviation of 1.8 units. What is the 95% confidence interval for the average number of units that students in their college are enrolled in? Assume that the distribution of individual student enrollment units at this...
A study was conducted of the effects of a special class designed to aid students with...
A study was conducted of the effects of a special class designed to aid students with verbal skills. Each child was given a verbal skills test twice, both before and after completing a 4- week period in the class. Let Y = score on exam at time 2 - score on exam at time 1. Hence, if the population mean µ for Y is equal to 0, the class has no effect, on the average. For the four children in...
A survey was conducted at two colleges. 500 students at College A participated in the study....
A survey was conducted at two colleges. 500 students at College A participated in the study. The results indicated that on average, the students spent 15 hours per week doing online assignments and its standard deviation was 5 hours. At College B, 400 students participated in the study. The average hours they worked for online assignments was 20 with a standard deviation of 4 hours. Please test whether there is a true difference in the time students spent for online...
In a Risk Behavior Survey study on college students the following variables were observed:
                             In a Risk Behavior Survey study on college students the following variables were observed: Risk Behavior Variable:   Did not wear seatbelt while last time driving a car (0=Wear seatbelt, 1=Not wear seatbelt)       Risk Factor Variables: Sex   (0=Female, 1=Male) Race   (1=White, 2=Black, 3=Other) Live on campus   (0=Off Campus, 1=On Campus) The data is in the following address:    http://gchang.people.ysu.edu/stat/log-YRB-18f.xls (Do not use stepwise regression.) Report the raw odds ratios of not wearing seatbelt for Male versus Female and, White race versus Other race, and Lived...
In a study conducted by some Statistics students, 69 people were randomly assigned to listen to...
In a study conducted by some Statistics students, 69 people were randomly assigned to listen to rap music, music by Mozart, or no music while attempting to memorize objects pictured on a page. They were then asked to list all the objects they could remember. The summary statistics for each group are shown in the table. Complete parts a and b. Rap Mozart No Music Count 33 19 17 Mean 10.74 9.14 11.67 SD 4.34 2.98 4.34 a.Does it appear...
In a study examining whether taking a statistics course influences students’ reasoning skill, a researcher first...
In a study examining whether taking a statistics course influences students’ reasoning skill, a researcher first gave a reasoning task to 5 students who have never taken a statistics course, and then the students took a brief statistics lecture which lasted 3 hours. After the lecture, the same five students took the reasoning task again. Their performance scores are summarized in the table below. Student ID Performance before the lecture Performance after the lecture A 6 8 B 7 7...
Five students were tested before and after taking a class to improve their study habits. They...
Five students were tested before and after taking a class to improve their study habits. They were given articles to read which contained a known number of facts in each story. After reading the stories, the students listed as many facts as they could recall. The following data were recorded. This a multiple choice question!         Before          After           10                  15           12                  14           14                  17           16                  17           12                  20 The degrees of freedom for this sample are      ...
The Humber Student Federation conducted a survey to determine the mean study time/week of students at...
The Humber Student Federation conducted a survey to determine the mean study time/week of students at the Lakeshore Campus. A sample of 18 students had a mean of 7.5 hours and a standard deviation of 2.2 hours. Assuming that the sampling distribution is about normal, calculate a 99% confidence interval for the mean study time all students at the Lakeshore Campus.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT