Given each of the following circumstances, determine whether the calculated values of chi-square are statistically significant: χ2 = 3.72, df = 1, α = 0.05 (p- value = 0.0538, Not significant) χ2 = 9.59, df = 4, α = 0.05 (p- value = 0.0479, Significant) χ2 = 10.67, df = 3, α = 0.01 (p- value = 0.0137, Not significan
The Facts: Each year, the National Highway Traffic Safety Administration (NHTSA) with the National Center for Statistics and Analysis (NCSA) publishes Traffic Safety Facts, which summarizes the motor vehicle traffic crashes for the United States. Traffic Safety Facts 2005 includes trend data, crash data, vehicle data, and peop
a) Why do you use the chi-square statistic? b) What type of data is used with chi square analysis? c) What are the hypotheses in a chi-square test for independence? d) How do we calculate the expected frequencies for each cell of a contingency table? e) How do we calculate the degrees of freedom for an r x c contingency
15.18 Sixty-four students in an introductory college economics class were asked how many credits they had earned in college, and how certain they were about their choice of major. Research question: At α = .01, is the degree of certainty independent of credits earned? Show all five steps of hypothesis testing. Credits Earn
Where people turn for news is different for various age groups. A study indicated where different age groups primarily get their news: (See Attachment).
Create excel chart using data a. Calculate all measures of central tendency for data that are interval or ratio in measurement b. Calculate the standard deviation for data that are interval or ratio in measurement c. Assume this is a sample of students, calculate a t-test that compares boys and girls on the number of absenc
Testing Claims (a) write the claim mathematically and identify Ho and Ha, (b) find the critical value(s) and identify the rejection region(s), (c) use the x square- test to find the standardized test statistic, (d) decide whether to reject or fail to reject the null hypothesis, and (e) interpret the decision in the context o
Can people really identify their favorite brand of cola? Volunteer tasted coca-cola classic, Pepsi, Diet coke, and Diet Pepsi, with the results shown below. Research question: At a = .05, is the correctness of the prediction different for the two types of cola drinkers? Could you identify your favorite brand in this kind of test
A) Suppose that X 2nd power follows a chi-square distribution with 11 degrees of freedom. Compute P(x 2nd power lesser than or equal to 8). Round your answer to at least three decimal places. b) Suppose again that X 2nd power follows a chi-square distribution with 11 degrees of freedom. Find k such that P(X 2nd power greater
1. H0: Σ 2 <= 22 Ha: Σ 2 > 22 A sample of 29 ages from a normal population yields a sample variance of 32.9. You want to test the following hypothesis using α=.025 What is the test statistic? What is the critical value? 2. H0: Σ 2 >= 24 Ha: Σ 2 < 24 A sample of 28 ages from a normal popula
Suppose we wanted to look at the frequencies at which children present with certain psycho-pathologies. We obtain the following data on 50 children at a treatment facility: Depressive Disorders ADHD Anxiety Psychotic Disorders Eating Disorders 14 8 15 5 8 a. What is the n
A company operates four machines during three shifts each day. From production records, the data in the table below were collected. At the .05 level of significance test to determine if the number of breakdowns is independent of the shift. Machine Shift A B C D 1 41 20 12 16 2 31 11 9 14 3 15 17 16 10
1. When and how do you use a chi-square distribution to test if two variables are independent? Also, provide an example from your filed showing how you might use a contingency table for expected frequencies in your work. 2. How do you use the chi-square distribution to test if a frequency distribution fits a claimed distrib
Computer abuse by employees is an ongoing worry to businesses. A study revealed the data shown in the chart below. Research Question: At a = .01, is the frequency of disciplinary action independent of the abuser's level of privilege? Computer Abuse Incident Cross Tabulated by Punishment and Privelege DATA CHART: Leve
3. An insurance company has two divisions, auto and property. Total annual claims, X, in the auto division follow a normal distribution with mean 10 and standard deviation 3. Total annual claims, Y, in the property division follow a normal distribution with mean 12 and standard deviation 4. Assuming that X and Y are independent,
See the attached file. I have carried out research on the attitude of people from various countries towards Cosmetic Surgery. I surveyed about 104 people. All of them are current students or faculty at the University UK. These are the requirements: 1) Analysis: The analysis of the data looking for relationships and dif
1. After reading about how the ANOVA is used, and the value many researchers place on it, describe a situation, preferably from your work place, where this style of testing would be or could have been appropriate. 2. The Chi-square procedure has many uses in our daily living. Look around your organization or in your comm
The attached deals with gamma and chi-square. If 15 observations are taken independently from a chi-square distribution with four degrees of freedom, find the probability that at most 3 of the 15 observations exceed 7.779. If 10 observations are taken independently from a chi-square distribution with 19 degrees of freedom,
I need to modify the data set to show If the time of month has any correlation to the amount of days people are absent. You can skew the numbers one way or another but I need a completed data set. The data set will be used for: - Calculate coefficient of correlation and coefficient of determination. - Develop a single linear
When and how do you use a chi-square distribution to test if two variables are independent? Also, provide an example showing how to use the contingency table to find expected frequencies.
A) When will you use a Goodness-of-fit Chi-Square distribution? b) What are the characteristics of chi-square distribution? c) Do you have to follow the five step process of hypothesis testing? d) What are the drawbacks of chi-square testing?
We want to calculate a chi-square statistic and compare it with the critical value to determine whether or not GPA is significantly related to another of the factors being studied (so as not to completely discount the survey data). They chose to examine the relationship between the GPA of students and
Assume that a 2005 poll of 1000 American voters found that 76% of Republicans favored ending the tax on dividend income, as did 42% of Democrats and 54% of Independents. Also assume that Republicans comprise 45% of American voters, Democrats 45% and Independents 10%. a.What percentage of American voters are in favor of endin
Interpret the following SPSS computer output for the chi-square test. Variable COMMUTE is "How did you get to work last week?" Variable GENDER is "Are you male or female?" GENDER
A personnel manager has a computer-generated list of all employees that indicates that 70 percent are full-time employees, 20 percent are part-time employees, and 10 percent are furloughed or laid-off employees. A sample of 50 employees from the list indicates 40 full-time employees, 6 part-time employees, and 4 furloughed/laid-
Collapse the response categories in the following table so that it meets the assumption of the chi-square test; then perform the test. OWNERSHIP Education Owners Non-owners Less than grade 8
Perform a chi-square test on the following data: (a) Regulation is the best way to ensure a safe workplace. Managers Blue-Collar Workers Agree 58 66 Disagree
Why do you use the chi-square statistics? What type of data is used with chi-square analysis what are the non-parametric tests that can be associated with chi-squares?
The owner of a mail-order catalog would like to compare her sales with the geographic distribution of the population. According to the United States Bureau of the Census, 21 percent of the population lives in the Northeast, 24 percent in the Midwest, 35 percent in the South, and 20 percent in the West. Listed below is a breakdow
There are four entrances to the Government Center Building in downtown Philadelphia. The building maintenance supervisor would like to know if the entrances are equally utilized. To investigate, 400 people were observed entering the building. The number using each entrance is reported below. At the .01 significance level, is the