6. The following data was collected on the thickness of glass being manufactured. The glass thickness is normally distributed. 0.262 0.256 0.263 0.223 0.251 0.238 0.184 0.248 0.189 0.204 0.217 0.255 0.240 0.197 0.237 0.265 0.275 0.236 0.225 0.234 0.261 0.296 a. If the manufacturer claimed that the glass was 0.250 inches thi
Arnold Palmer and Tiger Woods are two of the best golfers to ever play the game. The question was raised as to how these two golfers would have compared if both were playing at the top of their game. The following sample data show the results of 18-hole scores during a PGA tournament competition. Palmer's scores are from
One sample t test, Independent sample t test, Z test for population proportion . See attached file for full problem description.
Comparison of mean tread wear of two brands of car by paired students t test.
Question : A double blind study was carried out to determine whether a certain calcium supplement reduces systolic blood pressure in adult black males. One group of 16 took the calcium supplement and a control group of 14 received a placebo. The summary statistics for the decrease in blood pressure were as follows: Group
Conduct and interpret the appropriate analysis to determine if the virtual lab group has significantly higher scores.
Students in General Psychology were allowed to sign up for one of two sections of that course. One section has a virtual lab component to it, in which they are given additional assignments to supplement the lecture content. These exercises consist of various games, demonstrations etc., that the students complete utilizing the CD
Compare and contrast a Difference of Means test with a Paired Difference test. What, fundamentally, are we testing for in each? When do you use the difference of means? When do you use the paired difference? Explain why in both instances.
1) We wish to estimate the average daily yield of a chemical manufactured in a chemical plant. The mean daily yield was recorded for 50 days, and found to be 871 tons/day. The standard deviation turned out to be 21 tons. Test the null hypothesis that the average daily yield of the chemical is 880 tons at . 2) Given the
Question : In comparing purchases from 2 companies, a sample of 16 purchases from Cambells with the mean $ 11, 045 and Standard Deviation of $ 835 is taken. For a sample of 18 purchases from Rainer mean cost is $ 12,840 and Standard Deviation is $ 1545. At the 5% significance level, can we conclude that the cost from Rainer
T test to evaluate one set of data points with another set of data points (Use t test testing to evaluate which set of data points (population) will have a larger mean difference). I need help with evaluating the information and stating the hypotheses and the final decision (to reject or fail to reject H0). Some of the informati
Question: A claim is made that the mean height of police officers is 5feet 11inches. To test whether this claim is true or not, a random sample of 25 police officers was gathered. This sample had a mean height of 5 feet 10inches with s=3inches. Test at the 5% significance level
Question The average IQ of a group of researchers is quoted to be 260. Thinking that this figure is too large, consulting firm tested a random sample of 8 researchers and found that the average IQ was 250 with s=8. Test at a level of significance of 1%.
State the desired alternative hypothesis. Which of the following assumptions are necessary? Give the rejection region for a two-tailed test.
1. A real estate agent gathered data from homes that recently sold in two local neighborhoods. It was decided to test to determine the relationship of the mean land values from the two neighborhoods. The following printout was generated using the individual sample variances as estimates of the unknown population variances. H
A. A study examines self-esteem and depression in children. A sample of 25 children with low self- esteem is given a standardized test for depression. The average score for the group is M = 93.3. For the general population, scores on the depression test form a normal distribution with a mean of Mu = 90 and a standard deviat
The assignment starts out by stating, you are given the responsibility fo presenting the results of a yearlong study of a teaching strategy to the school board. Fifty-two students were chosen at random from the school population to participate in the study. Twenty-six students were then randomly chosen to serve as a control gr
1. You want to test the effectiveness of a new diabetes management program on lowering fasting blood sugar (glucose) levels for individuals who have diabetes. Background: According to information found on the internet, the following are glucose level ranges and their associated meaning: Glucose Level (mg/dL) Test Resu
For this exercise, let's assume that you are setting up this study, rather than being called in after the fact. A review of the clinic's records indicates that their 8-week diet produces an average weight loss of 3.1 kg, with a standard deviation of  2.4 kg. If we desire to measure a large effect (Cohen's d  0.8)
SPSS computation and interpretation (T-Test) Rental card gasoline prices per gallon were sampled at eight major airports. Data for Hertz and National car rental companies follow: Airport Hertz National Boston Logan 1.55 1.56 Chicago O'Hare 1.62 1.59 Los Angeles 1.72 1.78 Miami 1.65 1.49
In Sweden, a scientific journal stated that the average woman is 69 inches tall, with a standard height deviation of 2 inches. What do you think the probability is the 1st woman I meet is taller than 70 inches? During my last trip there, I met 4 women and the average height of all 4 women was 71 inches. Using .05 signifi
Please explain and resolve the attached problem. Thanks! Assume that you want to test the claim that the paired sample data come from a population for which the mean difference is = 0. Compute the value of the t test statistic. x 7 2 7 3 10 y 4 4 3 4 5 Use three decimal places
Ms Moline is the budget director for Nexus Media Inc. She is comparing travel costs for sales and the audit staff. She collected the following sample data: Sales Audit 131 130 135 102 146 129 165 143 136 149 142 120 139 At the .10 level of significance can she conclude that the daily expenses are greater for the
The Commercial Bank and Trust Company is studying the use of its automatic teller machines (ATMs). Of particular interest is whether young adults (under 25 years) use the machines more than senior citizens. To investigate further, samples of customers under 25 years of age and customers over 60 years of age were selected. The nu
You are concerned about wait times at the cash registers in the supermarket. You collect data and have a sample size of 10, which test would you use a Z or a T test and why? What is the major difference between a Z and a T test. (hint sample size and variability)
Solar Energy in Different Weather: A student of the author lives in a home with a solar electric system. At the same time each day, she collected voltage readings from a meter connected to the system and the results are listed in the accompanying table. Use a).05 significance level to test the claim that the mean voltage reading
1. The new director of special programs in XYZ Corporation felt the customers were waiting too long to receive and complete forms needed to enroll in special programs. After collecting some data, Ms. Jones determined the mean wait time was 28 minutes. She felt this time period was excessive and she instituted new procedures to s
The questions are related to Students t test, One sample t test, decision rule, confidence level, independent sample t test, paired t test, p value and test statistic.
Exercise 14 (a) State the decision rule, (b) compute the pooled estimate of the population variance, (c) compute the test statistic, (d) state your decision about the null hypothesis, and (e) estimate the p-value. The null and alternate hypotheses are: A random sample of 15 observations from the first population revealed
Solution of Testing of hypothesis problems using Quick Tukey test, Paired t test and independent T-test.
1. You work for a soda company. Last year a large survey found that 50% like you diet soda. This year a spot survey of n=900 found that 54% liked the soda. The president of the company asks you if this is an improvement in market share? Do a 1 tail test with an alpha of 5%  What is the calculated z or t? what is the c
The liquid chlorine added to swimming pools to combat algae has a relatively short shelf life before it loses its effectiveness. Records indicate that the mean shelf life of a 5-gallon jug of chlorine is 2,10 hours (90 days). As an experiment, Holdlonger was added to the chlorine to find weather it would increase the shelf life.
A market analyst wants to determine the difference in the average price of a gallon of milk in Cleveland and New York. A telephone survey is conducted consisting of 31 randomly selected consumers in Cleveland. They are asked if they purchased a gallon of milk during the past 2 weeks. If no, he continues to select consumers un
Data represents the gender 1 Male 13 2 Females 17 Total scores (cases ) 30 genderData of 291 case 2 1 1 2 1 2 1 1 1 2 1 2 2 2 1 2 1 2 2 2 2 2 1 1 2 2 1 2 2 2 1 2 1 2 2 2 2 1 1 2 2 1 1 1