Question

Suppose A = a speeding violation in the last year and B = a cell phone...

Suppose A = a speeding violation in the last year and B = a cell phone user while driving. If A and B are independent then P(A ∩ B) = P(A)P(B). A ∩ B is the event that a driver received a speeding violation last year and also used a cell phone while driving. Suppose, a study was conducted and the following data were gathered

Speeding Ticket NOT Speeding Ticket
Cell Phone User 24 27
Cell Phone NOT user 21 20

What is the Test Statistics to test the Null Hypothesis H0 : Being a cell phone user while driving and receiving a speeding violation are independent events against the alternative hypothesis  Ha : Being a cell phone user while driving and receiving a speeding violation are dependent events?

Homework Answers

Answer #1

Answer:-

Thanks dear student

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Suppose a study of speeding violations and drivers who use cell phones produced the following information....
Suppose a study of speeding violations and drivers who use cell phones produced the following information. There were 25 cellphone users who committed to speed violation. There were 75 cell phone users committed no speed violation last year. There were total of 50 speed violation cases and 100 no speed violation cases observed. Fill the table and find the following probabilities. (You may keep the final answer as a fraction or 2dp) (?) ?(?) = (?) ?(?) = (?) ?(?)...
TYPED ANSWERS ONLY A social psychology professor is interested in determining whether cell phone use while...
TYPED ANSWERS ONLY A social psychology professor is interested in determining whether cell phone use while driving is related to having received a speeding violation. Complete the following. (1 point each) What statistical test would be appropriate to use? Explain the rationale for your answer. Suggest how levels of these variables might be arranged in a table. Write an example of how the null and alternative hypotheses for this test could be stated. Is the statistical test right-tailed, left-tailed or...
A psychologist who studies attention designed a study to investigate whether talking on a cell phone...
A psychologist who studies attention designed a study to investigate whether talking on a cell phone interferes with driving.   She randomly assigned 60 subjects to three conditions: (a) talking while holding cell phone, (b) talking while using a car speaker phone, and (c) no cell phone control condition.  All subjects participated in 20 minutes of driving in a high-fidelity car simulator.    Driving performance was measured by a composite score that assessed how well the driver maintained the speed limit, stopped for stop signs...
1.    Many traffic accidents are blamed on motorists who are distracted by cell phones use...
1.    Many traffic accidents are blamed on motorists who are distracted by cell phones use while driving. In a survey conducted by Bruskin/Goldring for Exxon, 29% of adults say that they make phone calls sometimes or frequently while driving alone. Suppose that a recently taken sample of 500 adults showed that 165 of them make phone calls sometimes or frequently while driving alone. At the 5% significant level, can you conclude that the current percentage of adults who make...
In a study of 420 comma 043 cell phone​ users, 182 subjects developed brain cancer. Test...
In a study of 420 comma 043 cell phone​ users, 182 subjects developed brain cancer. Test the claim that cell phone users develop brain cancer at a rate that is different from the rate of​ 0.0340% for people who do not use cell phones. Because this issue has such great​ importance, use a 0.005 significance level. Use this information to answer the following questions. a. Which of the following is the hypothesis test to be​ conducted? A. Upper H 0...
40. A cell phone manufacturer claims that its phone will last for more than 8 hours...
40. A cell phone manufacturer claims that its phone will last for more than 8 hours of continuous talk time when the battery is fully charged. To test this claim at a​ 10% level of​ significance, a random sample of 18 phones were selected. The results showed a sample mean of 8.2 hours and a sample standard deviation of 0.4 hour. Based on the data and hypothesis​ test, can you dispute the cell phone​ manufacturer’s claim? A. YES B. NO...
Suppose data collected by observers at randomly selected intersections across the country revealed that in a...
Suppose data collected by observers at randomly selected intersections across the country revealed that in a sample of 40 ​drivers, 20 were using their cell phone. a. Give a point estimate of​ p, the true driver cell phone use rate​ (that is, the true proportion of drivers who are using their cell phone while​ driving). b. Compute a 90​% confidence interval for p. c. Give a practical interpretation of the​ interval, part b.
Dr. Chase wants to investigate how cell phone use impacts reaction time. To test this, Dr....
Dr. Chase wants to investigate how cell phone use impacts reaction time. To test this, Dr. Chase conducted a study where participants are randomly assigned to one of two conditions while driving: no cell phone or cell phone. Participants were then instructed to complete a driving simulator course where reaction times (in milliseconds) were recorded by how quickly they hit the breaks in response to a dog crossing the middle of the road during the course. Below are the data....
CNN/Money reports that the mean cost of a speeding ticket, including court fees, was $150.00 in...
CNN/Money reports that the mean cost of a speeding ticket, including court fees, was $150.00 in 2002. A local police department claims that this amount has increased. To test their claim, they collected data from a simple random sample of 145 drivers who have been fined for speeding in the last year and found that they paid a mean of $155.00 per ticket. Assuming that the population standard deviation is $17.30, is there sufficient evidence to support the police department’s...
6. (9 pts) Suppose the population mean cell phone data use in the U.S. is 1.75...
6. (9 pts) Suppose the population mean cell phone data use in the U.S. is 1.75 GBytes per month. A random sample of 150 UW-Whitewater students has a sample mean of 1.48 GBytes per month, with a standard deviation of 1.35 GBytes. a) What is the appropriate statistical test to determine whether UW-Whitewater students use a significantly different amount of cell phone data per month than the general population? (DO NOT COMPUTE the statistic, just name the test.) b) A...