...2000, Statistical Division, Ministry of Planning, Government of Bangladesh, Dhaka. BBS (2002); Statistical Year book of Bangladesh, 2001, Dhaka. Bunce, L. and R. Pomeroy. 2003. Socioeconomic Monitoring Guidelines for Coastal Managers in the Caribbean: SocMon Caribbean. GCRMN. Bunce, L., P. Townsley, R. Pomeroy, and R. Caribbean. GCRMN. Bunce, L., P. Townsley, R. Pomeroy, and R. Pollnac. 2000. Chandra KJ. Fish parasitological studies in Bangladesh: A Review. J Agric Rural Dev. 2006; 4: 9-18. Cochran, W.G. (1977); Sampling Techniques, 3rded. New Delhi: Wiley Eastern. Davis, James A. (1971). Elementary survey analysis. Des Raj (1971); Sampling Theory. Fox, J. 1984: Linear Statistical Models and Ravallion, M. and B. Sen 1996: When Method Matters: Monitoring Poverty in Bangladesh, Economic Development and Cultural Change, 44: 761-792 Gujarati, Damodar.N; Basic Econometrics. 4TH edition; Mcgraw-Hill. Gupta, S.C., Kapoor; Fundamental of Mathematical Statistics. New Delhi. Heyman, W. and R. Graham (eds.). 2000. The voice of the fishermen of Southern Belize, Toledo Institute for Development and Environment. Punta Gorda. Hogg, R. V. and A. T. Craig (2002): Introduction to Mathematical Statistics, 5th edition, Pearson Education (Singapore) Pte Ltd. Islam, M. Nurul; An Introduction to Sampling Methods: Theory and Applications. Jessen, R.J. (1978): Statistical Survey Technique. Mason, D., Robert and Douglas A. Lind (1996): Statistical Techniques...
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...STATISTICAL CONTROL OF HOT SHOT PLASTIC KEYCHAINS TBD Webster University BUSN6110, Operation and Project Management [ 2/1/2015 ] Abstract This term paper examines a case study with Hot Shot Plastics company in which statistical process control (SPC) with variable measurements using X bar and R control charts is used to determine whether the process variability is in control. Sample data are utilized to demonstrate how to use X bar and R control charts to check if all the sample points are within the control limits. Patterns on the control charts are analyzed to understand the possible reasons that the process is out of control. Keywords: [control charts, statistical process control, patterns] Statistical Control of Hot Shot Plastic Keychains Hot Shot Plastics is a company that produces plastic keychains. During production of plastic keychains, Hot Shot Plastics first molds the plastic material and then trims it to the required shape. The edge quality of the keychains produced is determined by the curetimes during the molding process. The curetime is the time it takes for the plastic to cool. To ensure good quality plastic keychains, Hot Shot Plastics needs to maintain a process that yields accurate and precise curetimes. It is more desirable for the curetimes to be consistent among samples. When the curetimes are repeatable and there is less variability among samples’ curetimes, the process is deemed to be accurate. The R control chart is intended to show...
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...1. The null hypothesis a. Is a statement about the value of the population parameter. b. Will always contain the equal sign. c. Cannot include values less than 0. d. Both a and b are correct 2. The alternate hypothesis a. Is accepted if the null hypothesis is rejected b. Will always contain the equal sign c. Tells the value of the sample mean d. None of the above 3. The level of significance a. Is frequently .05 or .01 b. Can be any value between 0 and 1 c. Is the likelihood of rejecting the null hypothesis when it is true d. All of the above 4. A tType I error is a. The correct decision. b. A value determined from the test statistic. c. Rejecting the null hypothesis when it is true. d. Accepting the null hypothesis when it is false. 5. The critical value is a. Is cCalculated from sample information. b. Cannot be negative. c. Is tThe point that divides the acceptance region from the rejection region. d. Is aA value determined from the test statistic. 6. In a one-tailed test a. The rejection region is in only one of the tails. b. The rejection region is split between the tails. c. The p-value is always less than the significance level. d. The p-value is always more than the significance level. 7. To conduct a one sample test of means and use the z distribution as the test statistic a. We need to know...
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...Hypothesis Testing Statistical Method Karl Phillip R. Alcarde MBA University of Negros Occidental-Recoletos DEFINITION DEFINITION Hypothesis testing or significance testing is a method for testing a claim or hypothesis about a parameter in a population, using data measured in a sample. In this method, we test some hypothesis by determining the likelihood that a sample statistic could have been selected, if the hypothesis regarding the population parameter were true. Hypothesis testing or significance testing is a method for testing a claim or hypothesis about a parameter in a population, using data measured in a sample. In this method, we test some hypothesis by determining the likelihood that a sample statistic could have been selected, if the hypothesis regarding the population parameter were true. The method of hypothesis testing can be summarized in four steps. 1. To begin, we identify a hypothesis or claim that we feel should be tested. For example, we might want to test the claim that the mean number of hours that children in the United States watch TV is 3 hours. 2. We select a criterion upon which we decide that the claim being tested is true or not. For example, the claim is that children watch 3 hours of TV per week. Most samples we select should have a mean close to or equal to 3 hours if the claim we are testing is true. So at what point do we decide that the discrepancy between the sample mean and 3 is so big that the claim we...
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...Which statistical tests will be used and why? Statistical tests are designed to test a research team's null hypothesis. The type of test chosen will test the probability that two or more estimated means from the study belong to the same distribution of means or if they belong to two or more different distribution of means. The means represent the averages that are derived from each study group ("Statistical Testing For Dummies", ). Before deciding on the correct test to use, the team must consider the nature of the dependent variable, ordinal, interval or categorical variable and whether it is normally distributed. A previously covered, this research used survey data collected from a company wide confidential survey. Survey results will be tabulated and then analysed by using the Chi-Square statistical test. The Chi-Square test is often used when dealing with survey results. This test will help the research team further understand the variables within the survey categories. According to "Research Lifeline Powered By Polaris" (2012),“The Chi-Square test is used in two circumstances: 1) for estimating how closely an observed distribution matches an expected distribution (a “goodness-of-fit” test), or 2) for estimating whether two random variables are independent” (). Statistical testing for dummies. (). Retrieved from http://www.cbgs.k12.va.us Research lifeline powered by polaris. (2012). Retrieved from http://www.polarismr.com 10. How will the results and insights...
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...Effects of Bullying among Children and Adults Jose Vargas PSY325 Prof. Mar Navarro Submitted 5/7/2012 Currently, bullying is a large problem in schools which causes significant stresses to its victims (Voss & Mulligan, 2000). Bullying became a greater concern for school personnel, parents & research after a series of school shootings in the late 1990s, including Columbine (Seals & Young, 2003). The effects of bullying are seen over a long period of time in the lives of participants and can lead to antisocial behavior amongst both perpetrators and victims of bullying (Voss & Mulligan, 2000; Seals & Young, 2003.) This paper intends to conduct an overview on the effects that bullying has on its victims, both adult and child and which group is more or less likely to become bullied. It is also important to examine how the effects of bullying differ by age, gender, ethnicity and other factors that lower social status which predispose people to bullying. This paper proposes that bullying impacts groups differently and thus the symptomatology that results will differ, with those who are socially disadvantaged experiencing the greatest impact of bullying on their lives. Bullying should also show strong outcomes for negative social adjustment in its aftermath, including increased depression, stress, alcohol abuse and decreased self-esteem. Bullying is defined as repeated aggressive behavior which is intended to harm or disturb a person in which the conflict is...
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...Part 1: Summary statistics were computed using MS-excel: Summary Statistics: Full-Time Enrollment | | | | Mean | 165.16 | Standard Error | 28.1682256 | Median | 126 | Mode | 30 | Standard Deviation | 140.841128 | Sample Variance | 19836.22333 | Kurtosis | -0.751273971 | Skewness | 0.756612995 | Range | 451 | Minimum | 12 | Maximum | 463 | Sum | 4129 | Count | 25 | Insights: 1. Average full time enrollment is 165 students and median enrollment is 126 students. 2. It appears that the distribution of full-time enrollments is positively skewed where median appears to be a better measure of central tendency. 3. Maximum enrollment is 436 students and minimum enrollments are 12 enrollments. Standard deviation is 140 students. So the data appears to have large spread around the mean. Students per Faculty | | | | Mean | 8.48 | Standard Error | 1.011797081 | Median | 7 | Mode | 5 | Standard Deviation | 5.058985406 | Sample Variance | 25.59333333 | Kurtosis | -0.705506483 | Skewness | 0.762103551 | Range | 17 | Minimum | 2 | Maximum | 19 | Sum | 212 | Count | 25 | Insights: 1. There are on average 8.5 students per faculty member, where the maximum number of students per faculty is 19 and minimum number of students per faculty is 2. 2. Most schools have 5 students per faculty member since mode is 5. Local Tuition ($) | | | | Mean | 12374.92 | Standard Error | 1555.684696 | Median...
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...Tom’s Classic Mustangs Statistical Analysis of Sales Leadership and Organizational Behavior Introduction We have been asked to analyze nine different variables to determine what if any, relationship they may have against the selling price of used Ford Mustangs at Tom’s Classic Mustangs. We have been provided data for the last 25 Mustangs sold by Tom’s. Please see Appendix A for the raw data. We will be taking the data for each variable, determine a hypothesis between the variable and the selling price, then test to prove or disprove the hypothesis. A conclusion will be drawn from the test. Finally, after all the variables have been tested against the selling price, we will develop a multiple regression model of the selling price on the variable in the data set to determine which are significant and how the significant variables affect the price. Please note the following: • All analysis is based on the given data set. • All hypotheses are based on a confidence level of 95%. • Each variable group is tested against the same selling price data. Part I Variable 1 Convertible against selling price Null hypothesis: There is no relationship between convertible and selling price. Alternate hypothesis: There is a relationship between convertible and selling price. |Regression Analysis | | | | | | | ...
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...Scenario #1 You are the manager of the Gander Mountain store in Frogtown, Illinois. Recently, a customer mentioned that they believed your prices for ammunition were lower than the prices of Gander Mountain's primary competitor in the hunting equipment store, Cabela's. You would like to be able to include that statement in a forthcoming print advertisement, so you need statistical evidence to support this assertion. Identify the null and alternative hypothesis needed to test the contention. Null Hypothesis: Gander Mountain (u1) < Cabela’s (u2) Alternative Hypothesis: Gander Mountain (u1) > Cabela’s (u2) Utilizing the information from the outside consumer the null hypothesis that our brand (u1) prices are less than competitor bran (u2) is rejected, making the alternative hypothesis (u1) with higher prices to be accepted. Identify the most appropriate sample section technique to gather data for testing the hypothesis. Use a probability sample or simple random sample technique for both companies; generating random sample purchase dates and various ammunition purchases. What statistical test should you use to accept or reject this hypothesis using the data you will collect? If the standard deviation is unknown, we assume the t-test will work wince we have two independent samples. We could also use a t-test or z-test because they have equal value and both tests could be used if the independent sample size is large enough. Scenario #2 Your love...
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...Ford Mustang Statistical Report To: Tom Jones, Director of Sales From: Statistician Date: 10/17/2010 Subject: Analysis of factors affecting selling price of Ford Mustangs Per your request, I am providing a statistical analysis of the factors affecting the selling price of Ford Mustangs. There are nine (9) variables that affect the selling price of Ford Mustangs. They are: Convertible or not Convertible, automatic or manual transmission, air conditioning or no air conditioning, GT model or non-GT, private or dealer owned, color, age of the car, mileage, and number of cylinders for engine. Data: The sales manager has provided me with the records of a randomly selected sample of 35 Ford Mustangs containing the variables listed above. I will provide you with analysis on each of the independent variables listed above in order. My analysis will include a null and alternate hypothesis. The hypothesis will be based on a 0.05 significance level. A 0.05 significance level means that I will be 95% certain of the results. I will start by evaluating the variables independently followed by the most significant variables (collectively) that affect the selling price of Ford Mustangs. Finally, I will present a conclusion based on my analysis that will accurately provide the variables that should be considered when establishing the selling price of Ford Mustangs. To determine the effect of a Ford Mustang’s selling price based on whether or not it is a convertible, I have...
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...The Diagnostic and Statistical Manual of Mental Disorders (DSM), is published by the American Psychiatric Association (APA), and created common and standard criteria for the classification of mental disorders in both adults and children (Juvenile). It is used by researchers, health insurance companies, pharmaceutical companies, and clinicians as a manual or guide for mental disorders. It is used widely across the world for diagnosis and treatment recommendations for these conditions. The manual mainly focuses on describing symptoms and in combination with use of the International Statistical Classification of Diseases and Related Health Problems (ICD) and the World Health Organization (WHO), helps clinicians properly diagnose and treat psychiatric...
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...Statistical Process Control is a statistical procedure using control charts to detect and prevent poor quality of production. It is achieved by taking periodic samples from the process and plotting these sample points on a chart to see if the process is within statistical control limits. When a company is about to conduct SPC, they should train the employees on a continuing basis. SPC is a tool individuals can use to monitor production process for the purpose of making improvement. So employees have their own responsibilities for their own operation. The quality of a product itself can be evaluated using attribute of the product and variable measures. Attribute is a product characteristic that can be evaluated with a discrete response such as texture, color, taste. Variable measure is a product characteristic that is measured on a continuous scale such as length, weight, temperature, or time. Meanwhile, SPC for service process tend to use the quality characteristic and measurement such as customer satisfaction and time. Control charts are graphs that establish the control limit of a process and to monitor the process to indicate when it is out of control. The quality measures used in attribute control charts are discrete values reflecting a simple decision criterion. P – Chart uses the proportion of defective items in a sample as the sample statistic . C- Chart is used when it’s not possible to compute a proportion defective and the actual number of defects must be used. Variable...
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...Introduction The purpose of this report is to convey an analysis of the monthly returns for the following: Kraft Foods, Inc., Walt Disney, Co., and the S&P 500 index. This report will be conducted by first calculating and analyzing descriptive statistics, which include measures of central tendency and dispersion. The calculations for these statistics were conducted in an excel worksheet and reported in a summary fashion in this report. The analysis will also include the distribution and confidence intervals for each company, along with an analysis of those findings. A hypothesis test was conducted on all three data sets in order to establish that the mean values were credible. Finally, a regression analysis was done to see if there was a relationship between each company and the S&P 500 index. All of the tables that are referenced can be located in Appendix A and all of the figures that are referenced can be found in Appendix B. Based on this analysis, it was concluded that both companies had outliers that may have distorted some calculations. It was also concluded by issuing a hypothesis test that both companies and the index have sample means that adequately represent the population mean. It was found that the monthly returns of both Walt Disney and Kraft Foods had a positive, or direct, relationship with the monthly returns of the S & P 500 index. The first section of this report will contain a description of the data, which includes measures of central tendency...
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...CASE STUDY 5: Statistical Process Control Ikrom Abdullaev M0158958 Shamil Tlukashaev Chuan Lai Exercise A: Control Charts for Variables Step 1: Gather data Four samples of five observations (launches) each were arranged in tabular form. The mean and range for each sample determined and computed the mean of the means and the mean of the ranges. Data Table SampleNumber | Observation 1 2 3 4 5 | SampleMean x | Sample Range R | 1 | 7.2 | 8.1 | 8 | 8.5 | 9.2 | 8.20 | 2 | 2 | 8.4 | 8.2 | 7.6 | 9.3 | 10.1 | 8.72 | 2.2 | 3 | 10 | 9.1 | 7.4 | 7.9 | 9.4 | 8.76 | 2.6 | 4 | 10.1 | 9.2 | 7.8 | 7.3 | 10.4 | 8.96 | 3.1 | 2.475 2.475 8.66 8.66 (8.20+8.72+8.76+8.96)/4=8.66 (8.20+8.72+8.76+8.96)/4=8.66 (2+2.2+2.6+3.1)/4=2.475 (2+2.2+2.6+3.1)/4=2.475 Step 2: Develop an R-chart Using the data gathered and the appropriate and values, we computed the upper and lower three-sigma control limits for the range. Because the average range for Ris 2.475, to compute we used value for =2.115 according to the table given in the book. =2.115(2.475) =5.234 The result we got is 5.234 To compute we used formula given below =0(2.475) =0 According to table given in the book we already know that =0. So for now we know that =2.115(2.475) =5.234 =0(2.475) =0 We drew an R-chart, after we have tabulated all the numbers in the tables and equations...
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...Chapter 10 Statistical Inference About Means and Proportions with Two Populations Learning Objectives 1. Be able to develop interval estimates and conduct hypothesis tests about the difference between two population means whenandare known. 2. Know the properties of the sampling distribution of . 3. Be able to use the t distribution to conduct statistical inferences about the difference between two population means whenandare unknown. 4. Learn how to analyze the difference between two population means when the samples are independent and when the samples are matched. 5. Be able to develop interval estimates and conduct hypothesis tests about the difference between two population proportions. 6. Know the properties of the sampling distribution of . ...
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