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In a random sample of 500 voters from a northern county in West Virginia, 265 of the voters indicate that they will vote for the Democratic candidate for governor.
a. Set a 99% confidence interval for the proportion of voters in the county who will vote for the Democratic candidate.
b. The Republican candidate claims that he will win the county by 1% of the votes.
i. State a null hypothesis for his claim.
ii. Does the confidence interval in part a lead to acceptance or rejection of this null hypothesis? Why?
iii. With what a level was the hypothesis tested?
In a certain country, the distribution of the number of cases of tetanus reported during a single month is Poisson with parameter lambda=6.5. If we are going to draw a sample of size 60 from this population and calculate the sample mean, what is t..
Identify the independent variable and the dependent variable for this experiment. Sketch a polygon showing the frequency distribution for the humurous sentences. In the same graph, sketch a polygon for the nonhumurous sentences. Does it appear that..
The mean number of chocolate chips per cookie is 6.1. What is the probability that she will find less than 5 chips in a particular cookie?
Give a point estimate for the proportion p of all injuries to college soccer players that are sustained in practice.
These data were collected using a telephone interview with pet owners in Mishawaka, Indiana. The animal shelter was run by the Humane Society of Saint Joseph County. The control group data were obtained by a random digit dialing telephone survey. ..
The probability that a bomber hits its target on any particular mission is .80. Four bombers are sent after the same target. What is the probability:- They all hit the target?- None hit the target?
Critically the difference between Paramaeter and Statistics and Critically discuss the concept of operationalize? What are focus groups
The null hypothesis is to be tested at 95% confidence. Determine the critical value for this test. What do you conclude? Determine the p-value and perform the test.
A supplier contract calls for a key dimension of a part to be between 1.96 and 2.04 centimeters. The supplier has determined that the standard deviation of its process, which is normally distributed, is 0.04 centimeter.
Write the null and alternative hypotheses to test whether the population variance is different from 6.0.
The following table describes the estimated green power sales by renewable energy in 2008: Develop a bar chart, pie chart, and Pareto Chart.
Jane Smith is a student in the MBA 751 Econometrics course and she received an 83.6% on her final exam grade. The mean of exam scores is expected to be a 75% with a standard deviation of 8.5%. Compute a Z-score for Jane.
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