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ALWAYS state the hypothesis you are testing, the test statistics, critical value or p-value, and write your conclusions and interpretations for every question. Problem 2.1 In recent years the irradiation of food to reduce bacteria and preserve the food longer has become more common. A company that performs this service has developed four dierent methods of irradiating food. To determine which is best, it conducts an experiment where dierent foods are irradiated and the bacteria count is measured. As part of the experiment the following foods are irradiated: meat, poultry, veal, tuna, and yogurt. The results are shown below. Food Method 1 Method 2 Method 3 Method 4 Meat 47 53 36 68 Poultry 53 61 48 75 Veal 68 85 55 45 Tuna 25 24 20 27 Yogurt 44 48 38 46 a. Set up the ANOVA Table. Use = 0.01 to determine the critical values. b. Can the company infer at the 1% signi cance level that dierences in the bacteria count exist among the four irradiation methods?
Determining factors of gender identification and gender roles.
Observed Treatment Success
1. at the bottom left side of the applet set n equal to 10 and then check the animate box. now click on flip. record
What is the probability that the the sample proportion
Choose a research question that can be addressed using a t-test. Ensure your research question allows you to collect data to analyze. Devise a plan to collect your data
Draw all of Venn Diagrams - Using circle Venn Diagrams and What are all of the subsets of U?
Consider a machine that fills soda bottles.
1. eithernbsp find a newspaper tv radio or web article that reports some scientific study or statistical analysis of
Calculate the correlation between pretest and posttest scores separately for each gruop and determine sperately for each group whether performance improved from pretest to posttest
Consider the covariance stationary time series that satisfy the stochastic difference equation
What test or tests would you use to rule out chance from causing the apparent differences in these data and is there a significant correlation?
A traffic engineer is studying a stretch of road on a rural highway. At his observation point, an average of 12 vehicles per hour pass. The vehicles are independent of each other. 1. What is the probability that fewer than 5 vehicles pass betwee..
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