A manufacturer needs to compare two vendors - in particular, the variance of a critical dimension of a part supplied is to be compared. An appropriate test would be
| A. |
test of difference of proportions of two samples |
|
| B. |
matched sample t test |
|
| C. |
an F test |
|
| D. |
chi-squared test |
A manufacturer needs to compare two vendors - in particular, the variance of a critical dimension...
A manufacturer would like to determine if the variance in a product dimension exceeds 10. a) State the Hypothesis to show the variance is greater than 10. b) Choose a level of alpha.Use a = 0.05 for this problem. c) To test the hypothesis, the manufacturer takes a sample of 18 parts and measure that product dimension. The data appear in the Dimension worksheet of the HW3 data workbook on Moodle. Collect data and calculate necessary statistics to test the...
3) A manufacturer would like to determine if the variance in a product dimension exceeds 10. a) State the Hypothesis to show the variance is greater than 10. b) Choose a level of a Use a= 0.05 for this problem. c) To test the hypothesis, the manufacturer takes a sample of 18 parts and measure that product dimension. The data appear in the Dimension worksheet of the HW3 data workbook on Moodle. Collect data and calculate necessary statistics to test...
For the following experiment/question, pick the most appropriate statistical test. You have the following statistical tests as choices: some may be used more than once, others not at all. Assume homogeneity of variance (where applicable) and the validity of parametric tests (where applicable), unless something is directly stated (e.g., “the data are not at all normal”) or otherwise indicated (viz., by the inspection of the data) which would indicate a strong and obvious violation of an assumption. This means you must...
To test whether whether or not the product of two vendors had a larger mean value than the other, a sample of 12 pieces was taken from each. The T test value was calculated as 1.85 ( with equal variance assumed). Using a level of significance of 0.01, one tail test, we can conclude that a. There was no significant difference in the variation of the vendors b. The T test value is less than the t critical c. The...
For the following questions, identify the type of test that should be used. Simply use the corresponding letter: A) One-sample z test (for a mean); B) One-sample t-test; C) One-sample z-test for a proportion (or a chi-squared goodness-of-fit); D) Chi-square goodness of fit (and a z-test is not appropriate); E) Two-sample z-test for a difference between proportions (or a chi-squared test for independence); F) Chi-square test for independence (and a z-test is not appropriate); G) Simple regression; H) Multiple regression;...
Question 10 Background: Name That Scenario: Pet Adoption One important aspect in statistics is to understand which statistical methods or procedures are appropriate to use to address the research problem or question of interest. For each description of a research question below, select the one corresponding statistical analysis technique most appropriate for addressing that research question. An employee who has just been put in charge of the pet adoption fundraiser thinks that a personal phone cal to recent adopters asking...
8) Two high schools have a similar number of students and parking lots of similar size. The safety officers at both schools want to investigate whether there is an average difference in the number of cars parked per day in the student parking lots for the school year. A random sample of 15 school days will be selected. For each selected day, the number of cars parked in the student parking lots will be counted at both schools and the...
5. A Retirement Confidence Survey if 1153 workers and retirees in the US, 55 years of age and older conducted by AARP in 2010 found that 496 had less than $10,000 in savings. A survey of 1300 adults in the same age group was conducted recently. Which one of the following statistical tests would be most appropriate for establishing whether that parameter is different today? a) One-sample test for population mean (t-test) b) One-sample test for a population proportion (z-test)...
To compare the treatment effect of two medications, two independent samples of patient performance data were collected. The sample sizes are 20 and 22 respectively. Assuming that the two populations shared the same variance, the researchers decided to conduct a two independent samples test for the means. They found that the difference between the two sample means was 3.4 and the pooled sample standard deviation of the two samples was 4.1. What would be the obtained t-value under the null...
For the following questions , identify the type of test that should be used. Simply use the corresponding letter: A) One-sample z test (for a mean); B) One-sample t-test; C) One-sample z-test for a proportion (or a chi-squared goodness-of-fit); D) Chi-square goodness of fit (and a z-test is not appropriate); E) Two-sample z-test for a difference between proportions (or a chi-squared test for independence); F) Chi-square test for independence (and a z-test is not appropriate); G) Simple regression; H) Multiple...